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255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 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-webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="engine-editor">Engine Editor</h1> -<div class="figure"> -<img src="pics/ENG-Editor.svg" alt="" /> - -</div> -<h2 id="description">Description</h2> -<p>The Engine File (.veng) defines all engine-related parameters and input files like Fuel Consumption Map and Full Load Curves.</p> -<h2 id="relative-file-paths">Relative File Paths</h2> -<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths.</p> -<p>Example: "Demo\FLD1.vfld" points to the "Demo" subdirectory of the Engine File's directory.</p> -<p>VECTO automatically uses relative paths if the input file (e.g. FC Map) is in the same directory as the Engine File. The Engine File must be saved before browsing for input files.)</p> -<h2 id="main-engine-parameters">Main Engine Parameters</h2> -<dl> -<dt>Make and Model</dt> -<dd>Free text defining the engine model, type, etc. -</dd> -<dt>Idling Engine Speed [rpm]</dt> -<dd>Low idle, applied in simulation for vehicle standstill in neutral gear position. -</dd> -<dt>Displacement [ccm]</dt> -<dd>Used in <a href="../general/calc_Declaration.html">Declaration Mode</a> to calculate inertia. -</dd> -<dt>Inertia including Flywheel [kgm²]</dt> -<dd>Inertia for rotating parts including engine flywheel. In <a href="../general/calc_Declaration.html">Declaration Mode</a> the inertia is calculated automatically. -</dd> -</dl> -<h2 id="full-load-and-drag-curves">Full Load and Drag Curves</h2> -<p>The <a href="../fileformat/VFLD.html">Full Load and Drag Curves (.vfld)</a> Note that gear-specific full load curves can be defined in the <a href="../GUI/GBX-Editor.html">Gearbox File</a> to limit the maximum gearbox input torque.</p> -<p>The input file (.vfld) file format is described <a href="../fileformat/VFLD.html">here</a>.</p> -<h2 id="fuel-consumption-map">Fuel Consumption Map</h2> -<p>The <a href="../fileformat/VMAP.html">Fuel Consumption Map</a> is used to calculate the base FC value. See <a href="../general/FC.html">Fuel Consumption Calculation</a> for details.</p> -<p>The input file (.vmap) file format is described <a href="../fileformat/VMAP.html">here</a>.</p> -<h2 id="whtc-correction-factors">WHTC Correction Factors</h2> -<p>The WHTC Corretion Factors are required in <a href="../general/calc_Declaration.html">Declaration Mode</a> for the <a href="../general/FC.html">WHTC FC Correction</a>.</p> -<h2 id="chart-area">Chart Area</h2> -<p>The Chart Area shows the fuel consumption map and the selected full load curve.</p> -<h2 id="controls">Controls</h2> -<dl> -<dt><img src="../pics/icons/blue-document-icon.png" alt="new" />New file</dt> -<dd>Create a new empty .veng file -</dd> -<dt><img src="../pics/icons/Open-icon.png" alt="open" />Open existing file</dt> -<dd>Open an existing .veng file -</dd> -<dt><img src="../pics/icons/Actions-document-save-icon.png" alt="save" />Save current file</dt> -<dd> -</dd> -<dt><img src="../pics/icons/Actions-document-save-as-icon.png" alt="SaveAs" />Save file as...</dt> -<dd> -</dd> -<dt><img src="../pics/icons/export-icon.png" alt="sendto" />Send current file to the <a href="VECTO-Editor.html">VECTO Editor</a></dt> -<dd><strong>Note:</strong> If the current file was opened via the <a href="VECTO-Editor.html">VECTO Editor</a> the file will be sent automatically when saved. -</dd> -</dl> -<p><img src="../pics/misc/OpenFile.PNG" alt="" /><strong><em>Open file</em></strong> (see <a href="settings.html#opencmd">File Open Command)</a>.</p> -<dl> -<dt><img src="../pics/misc/OK.png" alt="OK" />Save and close file</dt> -<dd>If necessary the file path in the <a href="VECTO-Editor.html">VECTO Editor</a> will be updated. -</dd> -</dl> -<p><img src="../pics/misc/Cancel.png" alt="Cancel" /><strong><em>Cancel without saving</em></strong></p> -</body> -</html> diff --git a/User Manual/GUI/ENG-Editor.md b/User Manual/GUI/ENG-Editor.md index 93b90f5d9cd26cdb48d4d4b439c3dc716d1e3565..23833792740f6b4c6643cf148d769164ee8f68ac 100644 --- a/User Manual/GUI/ENG-Editor.md +++ b/User Manual/GUI/ENG-Editor.md @@ -23,31 +23,31 @@ Idling Engine Speed \[rpm\] : Low idle, applied in simulation for vehicle standstill in neutral gear position. Displacement \[ccm\] -: Used in [Declaration Mode](../general/calc_Declaration.html) to calculate inertia. +: Used in [Declaration Mode](#declaration-mode) to calculate inertia. Inertia including Flywheel \[kgm²\] -: Inertia for rotating parts including engine flywheel. In [Declaration Mode](../general/calc_Declaration.html) the inertia is calculated automatically. +: Inertia for rotating parts including engine flywheel. In [Declaration Mode](#declaration-mode) the inertia is calculated automatically. Full Load and Drag Curves ------------------------- -The [Full Load and Drag Curves (.vfld)](../fileformat/VFLD.html) Note that gear-specific full load curves can be defined in the [Gearbox File](../GUI/GBX-Editor.html) to limit the maximum gearbox input torque. +The [Full Load and Drag Curves (.vfld)](#full-load-and-drag-curves-.vfld) Note that gear-specific full load curves can be defined in the [Gearbox File](#gearbox-editor) to limit the maximum gearbox input torque. The input file (.vfld) file format is described -[here](../fileformat/VFLD.html). +[here](#full-load-and-drag-curves-.vfld). Fuel Consumption Map -------------------- -The [Fuel Consumption Map](../fileformat/VMAP.html) is used to calculate the base FC value. See [Fuel Consumption Calculation](../general/FC.html) for details. +The [Fuel Consumption Map](#fuel-consumption-map-.vmap) is used to calculate the base FC value. See [Fuel Consumption Calculation](#fuel-consumption-calculation) for details. -The input file (.vmap) file format is described [here](../fileformat/VMAP.html). +The input file (.vmap) file format is described [here](#fuel-consumption-map-.vmap). WHTC Correction Factors ----------------------- -The WHTC Corretion Factors are required in [Declaration Mode](../general/calc_Declaration.html) for the [WHTC FC Correction](../general/FC.html). +The WHTC Corretion Factors are required in [Declaration Mode](#declaration-mode) for the [WHTC FC Correction](#fuel-consumption-calculation). Chart Area @@ -58,24 +58,24 @@ The Chart Area shows the fuel consumption map and the selected full load curve. Controls -------- -New file +New file : Create a new empty .veng file -Open existing file +Open existing file : Open an existing .veng file -Save current file -: +***Save current file*** \ + -Save file as... -: +***Save file as...*** \ + -Send current file to the [VECTO Editor](VECTO-Editor.html) -: **Note:** If the current file was opened via the [VECTO Editor](VECTO-Editor.html) the file will be sent automatically when saved. +Send current file to the [VECTO Editor](#job-editor) +: **Note:** If the current file was opened via the [VECTO Editor](#job-editor) the file will be sent automatically when saved. -***Open file*** (see [File Open Command)](settings.html#opencmd). +***Open file*** (see [File Open Command)](#settings). -Save and close file -: If necessary the file path in the [VECTO Editor](VECTO-Editor.html) will be updated. +Save and close file +: If necessary the file path in the [VECTO Editor](#job-editor) will be updated. -***Cancel without saving*** \ No newline at end of file +***Cancel without saving*** diff --git a/User Manual/GUI/GBX-Editor.html b/User Manual/GUI/GBX-Editor.html deleted file mode 100644 index ec72e7eeecd0f92b24b249fde0e98a724a54888e..0000000000000000000000000000000000000000 --- a/User Manual/GUI/GBX-Editor.html +++ /dev/null @@ -1,1122 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="gearbox-editor">Gearbox Editor</h1> -<div class="figure"> -<img src="pics/GBX-Editor.svg" alt="" /> - -</div> -<h2 id="description">Description</h2> -<p>The Gearbox File (.vgbx) defines alls gearbox-related input parameters like gear ratios and transmission loss maps. See <a href="../general/Shift.html">Gear Shift Model</a> for details.</p> -<h2 id="relative-file-paths">Relative File Paths</h2> -<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths.<br /> -Example: "Gears\Gear1.vtlm" points to the "Gears" subdirectory of the Gearbox File's directoy.</p> -<p>VECTO automatically uses relative paths if the input file (e.g. Shift Polygons File) is in the same directory as the Gearbox File. (The Gearbox File must be saved before browsing for input files.)</p> -<h2 id="main-gearbox-parameters">Main Gearbox Parameters</h2> -<dl> -<dt>Make and Model</dt> -<dd>Free text defining the gearbox model, type, etc. -</dd> -<dt>Transmission Type</dt> -<dd>Depending on the transmission type some options below are not available.The following types are available: -</dd> -<dd><ul> -<li><strong>Manual Transmission</strong> (MT)</li> -<li><strong>Automated Manual Transmission</strong> (AMT)</li> -<li><strong>Automatic Transmission</strong> (AT)</li> -<li><strong>Custom</strong></li> -</ul> -</dd> -<dd>Note: The types AT and Custom are not available in <a href="../general/calc_Declaration.html">Declaration Mode</a>. -</dd> -<dt>Inertia [kgm²]</dt> -<dd>Rotational inertia of the gearbox (constant for all gears). -</dd> -<dt>Traction Interruption [s]</dt> -<dd>Interruption during gear shift event. -</dd> -</dl> -<h2 id="gears">Gears</h2> -<p>Use the <img src="../pics/icons/plus-circle-icon.png" alt="add" /> and <img src="../pics/icons/minus-circle-icon.png" alt="remove" /> buttons to add or remove gears form the vehicle. Doubleclick entries to edit existing gears.</p> -<ul> -<li>Gear "A" defines the ratio of the axle transmission / differential.</li> -<li>Column "TC" (AT only) defines which gears are using the torque converter (lock-up clutch open).</li> -<li>Column "Loss Map or Efficiency" allows to define either a constant efficiency value or a <a href="../fileformat/VTLM.html">loss map (.vtlm)</a>.</li> -<li>Column "Shift polygons" defines the <a href="../fileformat/VGBS.html">Shift Polygons InputFile (.vgbs)</a> for each gear. Not requiredin <a href="../general/calc_Declaration.html">Declaration Mode</a>. See <a href="../general/Shift.html">GearShift Model</a> for details.</li> -<li>Column "Full Load Curves" defines the <a href="../fileformat/VFLD.html">Full Load Curve for (.vfld)</a> each gear. It is used for torque limiting and <a href="../general/Shift.html">generic shift polygons</a> in Declaration Mode. If no file is defined the engine full load curve will be used.</li> -</ul> -<h2 id="gear-shift-parameters">Gear shift parameters</h2> -<dl> -<dt><img src="../pics/misc/checkbox.png" alt="" /> Allow shift-up inside polygons</dt> -<dd>See <a href="../general/Shift.html">Gear Shift Model</a>. -</dd> -<dt><img src="../pics/misc/checkbox.png" alt="" /> Skip Gears</dt> -<dd>See <a href="../general/Shift.html">Gear Shift Model</a>. -</dd> -<dt>Torque Reserve [%]</dt> -<dd>This parameter is required for the <strong>Allow shift-up inside polygons</strong> and <strong>Skip Gears</strong> options. -</dd> -<dt>Minimum shift time [s]</dt> -<dd>Limits the time between two gear shifts in whole seconds. This rule will be ignored if rpms are too high or too low. Note that high values may cause high rpms during acceleration. -</dd> -<dt>Start Gear</dt> -<dd>In order to calculate an appropriate gear for vehicle start (first gear after vehicle standstill) a fictional load case is calculated using a specified <strong>reference vehicle speed</strong> and <strong>reference acceleration</strong> together with the actual road gradient, transmission losses and auxiliary power demand. This way the start gear is independent from the target speed. VECTO uses the highest possible gear which provides the defined <strong>torque reserve</strong>. -</dd> -</dl> -<h2 id="chart-area">Chart Area</h2> -<p>The Chart Area displays the <a href="../fileformat/VGBS.html">Shift Polygons Input File(.vgbs)</a> for the selected gear.</p> -<h2 id="torque-converter">Torque Converter</h2> -<p>The <a href="../general/TC.html">Torque Converter Model</a> is still in development.</p> -<dl> -<dt>Inertia [kgm²]</dt> -<dd>Rotational inertia of the engine-side part of the torque converter. (Gearbox-side inertia is not considered in VECTO.) -</dd> -</dl> -<h2 id="controls">Controls</h2> -<dl> -<dt><img src="../pics/icons/blue-document-icon.png" alt="" /> New file</dt> -<dd>Create a new empty .vgbx file -</dd> -<dt><img src="../pics/icons/Open-icon.png" alt="open" />Open existing file</dt> -<dd>Open an existing .vgbx file -</dd> -</dl> -<p><img src="../pics/icons/Actions-document-save-icon.png" alt="save" /> <strong><em>Save current file</em></strong></p> -<p><img src="../pics/icons/Actions-document-save-as-icon.png" alt="SaveAs" /> <strong><em>Save file as...</em></strong></p> -<dl> -<dt><img src="../pics/icons/export-icon.png" alt="sendto" /> Send current file to the <a href="VECTO-Editor.html">VECTO Editor</a></dt> -<dd><strong>Note:</strong> If the current file was opened via the <a href="VECTO-Editor.html">VECTO Editor</a> the file will be sentautomatically when saved. -</dd> -</dl> -<p><img src="../pics/misc/browse.png" alt="" /> <strong><em>Open file browser</em></strong></p> -<p><img src="../pics/misc/OpenFile.PNG" alt="" /> <strong><em>Open file</em></strong> (see <a href="settings.html#opencmd">File Open Command)</a>.</p> -<dl> -<dt><img src="../pics/misc/OK.png" alt="OK" /> Save and close file</dt> -<dd>If necessary the file path in the <a href="VECTO-Editor.html">VECTO Editor</a> will be updated. -</dd> -</dl> -<p><img src="../pics/misc/Cancel.png" alt="Cancel" /> <strong><em>Cancel without saving</em></strong></p> -</body> -</html> diff --git a/User Manual/GUI/GBX-Editor.md b/User Manual/GUI/GBX-Editor.md index 484d503efa2926c37cf80ee2a2f9af9524e87b81..2660828c677d0a71d5b049eb5c91e39efae84c5f 100644 --- a/User Manual/GUI/GBX-Editor.md +++ b/User Manual/GUI/GBX-Editor.md @@ -9,7 +9,7 @@ Description ----------- -The Gearbox File (.vgbx) defines alls gearbox-related input parameters like gear ratios and transmission loss maps. See [Gear Shift Model](../general/Shift.html) for details. +The Gearbox File (.vgbx) defines alls gearbox-related input parameters like gear ratios and transmission loss maps. See [Gear Shift Model](#gear-shift-model) for details. Relative File Paths @@ -36,7 +36,7 @@ Transmission Type - **Automated Manual Transmission** (AMT) - **Automatic Transmission** (AT) - **Custom** -: Note: The types AT and Custom are not available in [Declaration Mode](../general/calc_Declaration.html). +: Note: The types AT and Custom are not available in [Declaration Mode](#declaration-mode). Inertia \[kgm²\] @@ -51,24 +51,24 @@ Gears ----- -Use the  and  buttons to add or remove gears form the vehicle. Doubleclick entries to edit existing gears. +Use the  and  buttons to add or remove gears form the vehicle. Doubleclick entries to edit existing gears. -- Gear "A" defines the ratio of the axle transmission / differential. -- Column "TC" (AT only) defines which gears are using the torque converter (lock-up clutch open). -- Column "Loss Map or Efficiency" allows to define either a constant efficiency value or a [loss map (.vtlm)](../fileformat/VTLM.html). -- Column "Shift polygons" defines the [Shift Polygons InputFile (.vgbs)](../fileformat/VGBS.html) for each gear. Not requiredin [Declaration Mode](../general/calc_Declaration.html). See [GearShift Model](../general/Shift.html) for details. -- Column "Full Load Curves" defines the [Full Load Curve for (.vfld)](../fileformat/VFLD.html) each gear. It is used for torque limiting and [generic shift polygons](../general/Shift.html) in Declaration Mode. If no file is defined the engine full load curve will be used. +- Gear **"A"** defines the ratio of the axle transmission / differential. +- Column **"TC"** (AT only) defines which gears are using the torque converter (lock-up clutch open). +- Column **"Loss Map or Efficiency"** allows to define either a constant efficiency value or a [loss map (.vtlm)](#transmission-loss-map-.vtlm). +- Column **"Shift polygons"** defines the [Shift Polygons InputFile (.vgbs)](#shift-polygons-input-file-.vgbs) for each gear. Not requiredin [Declaration Mode](#declaration-mode). See [GearShift Model](#gear-shift-model) for details. +- Column **"Full Load Curves"** defines the [Full Load Curve for (.vfld)](#full-load-and-drag-curves-.vfld) each gear. It is used for torque limiting and [generic shift polygons](#gear-shift-model) in Declaration Mode. If no file is defined the engine full load curve will be used. Gear shift parameters --------------------- - Allow shift-up inside polygons -: See [Gear Shift Model](../general/Shift.html). + Allow shift-up inside polygons +: See [Gear Shift Model](#gear-shift-model). - Skip Gears -: See [Gear Shift Model](../general/Shift.html). + Skip Gears +: See [Gear Shift Model](#gear-shift-model). Torque Reserve \[%\] @@ -87,14 +87,14 @@ Chart Area ---------- -The Chart Area displays the [Shift Polygons Input File(.vgbs)](../fileformat/VGBS.html) for the selected gear. +The Chart Area displays the [Shift Polygons Input File(.vgbs)](#shift-polygons-input-file-.vgbs) for the selected gear. Torque Converter ---------------- -The [Torque Converter Model](../general/TC.html) is still in development. +The [Torque Converter Model](#torque-converter-model) is still in development. Inertia \[kgm²\] : Rotational inertia of the engine-side part of the torque converter. @@ -105,28 +105,28 @@ Controls -------- - New file + New file : Create a new empty .vgbx file -Open existing file +Open existing file : Open an existing .vgbx file - ***Save current file*** + ***Save current file*** - ***Save file as...*** + ***Save file as...*** - Send current file to the [VECTO Editor](VECTO-Editor.html) -: **Note:** If the current file was opened via the [VECTO Editor](VECTO-Editor.html) the file will be sentautomatically when saved. + Send current file to the [VECTO Editor](#job-editor) +: **Note:** If the current file was opened via the [VECTO Editor](#job-editor) the file will be sentautomatically when saved. - ***Open file browser*** + ***Open file browser*** - ***Open file*** (see [File Open Command)](settings.html#opencmd). + ***Open file*** (see [File Open Command)](#settings). - Save and close file -: If necessary the file path in the [VECTO Editor](VECTO-Editor.html) will + Save and close file +: If necessary the file path in the [VECTO Editor](#job-editor) will be updated. - ***Cancel without saving*** + ***Cancel without saving*** diff --git a/User Manual/GUI/GUI_Calls/ENG.html b/User Manual/GUI/GUI_Calls/ENG.html deleted file mode 100644 index e2740fc2a3d01155c6ab4562f05e9f2888dfbb90..0000000000000000000000000000000000000000 --- a/User Manual/GUI/GUI_Calls/ENG.html +++ /dev/null @@ -1,1031 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<div id="header"> -<h1 class="title">VECTO User Manual</h1> -</div> - -</body> -</html> diff --git a/User Manual/GUI/GUI_Calls/settings.md b/User Manual/GUI/GUI_Calls/settings.md deleted file mode 100644 index 303cd05bef7ea5abc3fd1a0e161f2b0b04802c5e..0000000000000000000000000000000000000000 --- a/User Manual/GUI/GUI_Calls/settings.md +++ /dev/null @@ -1,5 +0,0 @@ ---- -title: VECTO User Manual -... - - diff --git a/User Manual/GUI/Graph.html b/User Manual/GUI/Graph.html deleted file mode 100644 index 3cfe1902a33c733e3236680b4c97c3efac6460b7..0000000000000000000000000000000000000000 --- a/User Manual/GUI/Graph.html +++ /dev/null @@ -1,1058 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="graph-window">Graph Window</h1> -<div class="figure"> -<img src="pics/Graph.svg" alt="" /> - -</div> -<h2 id="description">Description</h2> -<p>The Graph Window allows to visualise <a href="../fileformat/VMOD.html">modal results files (.vmod)</a>. Multiple windows can be open at the same time to display different files.</p> -<p>Note that the graph does <strong>not</strong> update automatically if the results file has changed.</p> -<h2 id="channels">Channels</h2> -<p>Use the <img src="../pics/icons/plus-circle-icon.png" alt="add" /> and <img src="../pics/icons/minus-circle-icon.png" alt="remove" /> buttons to add or remove channels. Doubleclick entries to edit existing channels.</p> -<p>Each channel can be plotted either on the left or on the right Y Axis. Use the checkbox to disable channels in the graph.</p> -<h2 id="x-axis-controls">X Axis Controls</h2> -<p>The X Axis can either show distance or time.</p> -<dl> -<dt>Min, Max</dt> -<dd>Sets the range for the x axis. -</dd> -<dt>Reset button</dt> -<dd>Reset the x axis range to display the complete cycle. -</dd> -<dt>+, - buttons</dt> -<dd>Zoom in/out on the x axis. -</dd> -<dt><, > buttons</dt> -<dd>Move the x axis range left/right. -</dd> -</dl> -<h2 id="controls">Controls</h2> -<p><img src="../pics/icons/Open-icon.png" alt="open" /> <strong><em>Open a .vmod file</em></strong></p> -<p><img src="../pics/icons/application-add-icon.png" alt="" /> <strong><em>Open a new Graph Window</em></strong></p> -<p><img src="../pics/icons/Refresh-icon.png" alt="" /> <strong><em>Reload the currently open file</em></strong></p> -</body> -</html> diff --git a/User Manual/GUI/Graph.md b/User Manual/GUI/Graph.md index 74a2d5e405eedcaa829d5ad5b1435d4aa43d050b..c0a73f2fa55dd1c09c9002a2b2aa7b45ef0011d5 100644 --- a/User Manual/GUI/Graph.md +++ b/User Manual/GUI/Graph.md @@ -7,7 +7,7 @@ Graph Window Description ----------- -The Graph Window allows to visualise [modal results files (.vmod)](../fileformat/VMOD.html). Multiple windows can be open at the same time to display different files. +The Graph Window allows to visualise [modal results files (.vmod)](#modal-results-.vmod). Multiple windows can be open at the same time to display different files. Note that the graph does **not** update automatically if the results file has changed. @@ -15,7 +15,7 @@ Note that the graph does **not** update automatically if the results file has ch Channels -------- -Use the  and  buttons to add or remove channels. Doubleclick entries to edit existing channels. +Use the  and  buttons to add or remove channels. Doubleclick entries to edit existing channels. Each channel can be plotted either on the left or on the right Y Axis. Use the checkbox to disable channels in the graph. @@ -41,8 +41,8 @@ Reset button Controls -------- - ***Open a .vmod file*** + ***Open a .vmod file*** - ***Open a new Graph Window*** + ***Open a new Graph Window*** - ***Reload the currently open file*** + ***Reload the currently open file*** diff --git a/User Manual/GUI/VECTO-Editor.html b/User Manual/GUI/VECTO-Editor.html deleted file mode 100644 index 08741101a11b869c4a6a872f926e958ea68d5edb..0000000000000000000000000000000000000000 --- a/User Manual/GUI/VECTO-Editor.html +++ /dev/null @@ -1,1126 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="job-editor">Job Editor</h1> -<div class="figure"> -<img src="pics/VECTO-Editor.svg" alt="" /> - -</div> -<h2 id="description">Description</h2> -<p>The job file (.vecto) includes all informations to run a VECTO calculation. It defines the vehicle and the driving cycle(s) to be used for calculation. In summary it defines:</p> -<ul> -<li>Filepath to the <a href="VEH-Editor.html">Vehicle File (.vveh)</a> which defines the not-engine/gearbox-related vehicle parameters</li> -<li>Filepath to the <a href="ENG-Editor.html">Engine File (.veng)</a> which includes full load curve(s) and the fuel consumption map</li> -<li>Filepath ot the <a href="GBX-Editor.html">Gearbox File (.vgbx)</a> which defines gear ratios and transmission losses</li> -<li>Auxiliaries</li> -<li>Driver Assist parameters</li> -<li>Driving Cycles (not used in Batch Mode)</li> -</ul> -<h2 id="relatve-file-paths">Relatve File Paths</h2> -<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths. Example: "Vehicles\Vehicle1.vveh" points to the "Vehicles" subdirectory of the Job File's directoy.</p> -<p>VECTO automatically uses relative paths if the input file (e.g. Vehicle File) is in the same directory as the Job File. (The Job File must be saved before browsing for input files.)</p> -<h2 id="general-settings">General Settings</h2> -<dl> -<dt><img src="../pics/misc/checkbox.png" alt="" /> Engine Only Mode</dt> -<dd>Enables <a href="../general/EngOnlyMode.html">Engine Only Mode</a>. Only the following parameters are needed for this mode: -</dd> -</dl> -<ul> -<li>Filepath to the <a href="ENG-Editor.html">Engine File (.veng)</a></li> -<li><a href="../fileformat/VDRI.html">Driving Cycles</a> including engine torque (or power) and engine speed</li> -</ul> -<dl> -<dt>Filepath to the Vehicle File (.vveh)</dt> -<dd>Files can be created and edited using the <a href="VEH-Editor.html">Vehicle Editor</a>. -</dd> -<dt>Filepath to the Engine File (.veng)</dt> -<dd>Files can be created and edited using the <a href="ENG-Editor.html">Engine Editor</a>. -</dd> -<dt>Filepath ot the Gearbox File(.vgbx)</dt> -<dd>Files can be created and edited using the <a href="GBX-Editor.html">Gearbox Editor</a>. -</dd> -<dt>Auxiliaries</dt> -<dd>This list contains all auxiliaries used for calculation. The auxiliaries are configured using the <a href="VECTO-Editor_Aux.html">Auxiliary Dialog</a>. For each auxiliary an <a href="../fileformat/VAUX.html">Auxiliary Input File (.vaux)</a> must be provided and the <a href="../fileformat/VDRI.html">driving cycle</a> must include the corresponding supply power. <strong>Double-click</strong> entries to edit with the <a href="VECTO-Editor_Aux.html">Auxiliary Dialog</a>. -</dd> -<dd><p><img src="../pics/icons/plus-circle-icon.png" alt="addaux" /> Add new Auxiliary</p> -</dd> -<dd><img src="../pics/icons/minus-circle-icon.png" alt="remaux" /> Remove the selected Auxiliary from the list -</dd> -<dd><p>See <a href="../general/Auxiliaries.html">Auxiliaries</a> for details.</p> -</dd> -<dt>Cycles</dt> -<dd>List of cycles used for calculation. The .vdri format is described <a href="../fileformat/VDRI.html">here</a>. <strong>Double-click</strong> an entry to open the file (see <a href="settings.html#opencmd">File Open Command</a>). <strong>Click</strong> selected items to edit file paths. -</dd> -<dd><p><img src="../pics/icons/plus-circle-icon.png" alt="addcycle" /> Add cycle (.vdri)</p> -</dd> -<dd><img src="../pics/icons/minus-circle-icon.png" alt="remcycle" /> Remove the selected cycle from the list -</dd> -</dl> -<h2 id="driver-assist-tab">Driver Assist Tab</h2> -<p>In this tab the driver assistance functions are enabled and parameterised.</p> -<dl> -<dt>Engine Start/Stop</dt> -<dd>See <a href="../general/StartStop.html">Engine Start/Stop</a> for details. -</dd> -<dt>Overspeed / Eco-Roll</dt> -<dd>See <a href="../general/EcoRoll.html">Overspeed / Eco-Roll</a> for details. -</dd> -<dt>Look-Ahead Coasting</dt> -<dd>See <a href="../general/LAC.html">Look-Ahead Coasting</a> for details. -</dd> -<dt>Acceleration Limiting</dt> -<dd>See <a href="../general/AccLimit.html">Acceleration Limiting</a> for details. -</dd> -</dl> -<h2 id="chart-area">Chart Area</h2> -<p>If a valid <a href="VEH-Editor.html">Vehicle File</a>, <a href="ENG-Editor.html">Engine File</a> and <a href="GBX-Editor.html">Gearbox File</a> is loaded into the Editor the main vehicle parameters like HDV class and axle configuration are shown here. The plot shows the full load curve(s) and shift polygons. In <a href="../general/calc_Declaration.html">Declaration Mode</a> the <strong>generic</strong> shift polygons are shown, not the ones from the Gearbox File.</p> -<h2 id="controls">Controls</h2> -<dl> -<dt><img src="../pics/icons/blue-document-icon.png" alt="new" /> New Job File</dt> -<dd>Create a new empty .vecto file -</dd> -<dt><img src="../pics/icons/Open-icon.png" alt="open" /> Open existing Job File</dt> -<dd>Open an existing .vecto file -</dd> -</dl> -<p><img src="../pics/icons/Actions-document-save-icon.png" alt="save" /> <strong><em>Save current Job File</em></strong></p> -<p><img src="../pics/icons/Actions-document-save-as-icon.png" alt="SaveAs" /> <strong><em>Save Job File as...</em></strong></p> -<dl> -<dt><img src="../pics/icons/export-icon.png" alt="sendto" /> Send current file to Job List in <a href="mainform.html">Main Form</a></dt> -<dd><strong>Note:</strong> The file will be sent to the Job List automatically when saved. -</dd> -</dl> -<p><img src="pics/VECTO/Veh.png" alt="veh" /> <strong><em>Open <a href="VEH-Editor.html">Vehicle Editor</a></em></strong></p> -<p><img src="pics/VECTO/Eng.png" alt="eng" /> <strong><em>Open <a href="ENG-Editor.html">Engine Editor</a></em></strong></p> -<p><img src="pics/VECTO/Gbx.png" alt="gbx" /> <strong><em>Open <a href="GBX-Editor.html">Gearbox Editor</a></em></strong></p> -<p><img src="../pics/misc/browse.png" alt="" /> <strong><em>Browse for vehicle/engine/gearbox files</em></strong></p> -<dl> -<dt><img src="../pics/misc/OK.png" alt="OK" /> Save and close file</dt> -<dd>File will be added to Job List in the <a href="mainform.html">Main Form</a>. -</dd> -</dl> -<p><img src="../pics/misc/Cancel.png" alt="Cancel" /> <strong><em>Cancel without saving</em></strong></p> -</body> -</html> diff --git a/User Manual/GUI/VECTO-Editor.md b/User Manual/GUI/VECTO-Editor.md index 84f13fa3f0100886694114199dbde6eca7880cfd..6681023f31b6015e2dd4a6094b510123179609e6 100644 --- a/User Manual/GUI/VECTO-Editor.md +++ b/User Manual/GUI/VECTO-Editor.md @@ -9,15 +9,15 @@ Description The job file (.vecto) includes all informations to run a VECTO calculation. It defines the vehicle and the driving cycle(s) to be used for calculation. In summary it defines: -- Filepath to the [Vehicle File (.vveh)](VEH-Editor.html) which defines the not-engine/gearbox-related vehicle parameters -- Filepath to the [Engine File (.veng)](ENG-Editor.html) which includes full load curve(s) and the fuel consumption map -- Filepath ot the [Gearbox File (.vgbx)](GBX-Editor.html) which defines gear ratios and transmission losses +- Filepath to the [Vehicle File (.vveh)](#vehicle-editor) which defines the not-engine/gearbox-related vehicle parameters +- Filepath to the [Engine File (.veng)](#engine-editor) which includes full load curve(s) and the fuel consumption map +- Filepath ot the [Gearbox File (.vgbx)](#gearbox-editor) which defines gear ratios and transmission losses - Auxiliaries - Driver Assist parameters - Driving Cycles (not used in Batch Mode) - Relatve File Paths +Relative File Paths ------------------- It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths. Example: "Vehicles\\Vehicle1.vveh" points to the "Vehicles" subdirectory of the Job File's directoy. @@ -28,38 +28,39 @@ VECTO automatically uses relative paths if the input file (e.g. Vehicle File) is General Settings ----------------- - Engine Only Mode -: Enables [Engine Only Mode](../general/EngOnlyMode.html). Only the following parameters are needed for this mode: + Engine Only Mode -- Filepath to the [Engine File (.veng)](ENG-Editor.html) -- [Driving Cycles](../fileformat/VDRI.html) including engine torque (or power) and engine speed +: Enables [Engine Only Mode](#engine-only-mode). Only the following parameters are needed for this mode: + +- Filepath to the [Engine File (.veng)](#engine-editor) +- [Driving Cycles](#driving-cycle-.vdri) including engine torque (or power) and engine speed Filepath to the Vehicle File (.vveh) -: Files can be created and edited using the [Vehicle Editor](VEH-Editor.html). +: Files can be created and edited using the [Vehicle Editor](#vehicle-editor). Filepath to the Engine File (.veng) -: Files can be created and edited using the [Engine Editor](ENG-Editor.html). +: Files can be created and edited using the [Engine Editor](#engine-editor). Filepath ot the Gearbox File(.vgbx) -: Files can be created and edited using the [Gearbox Editor](GBX-Editor.html). +: Files can be created and edited using the [Gearbox Editor](#gearbox-editor). Auxiliaries -: This list contains all auxiliaries used for calculation. The auxiliaries are configured using the [Auxiliary Dialog](VECTO-Editor_Aux.html). For each auxiliary an [Auxiliary Input File (.vaux)](../fileformat/VAUX.html) must be provided and the [driving cycle](../fileformat/VDRI.html) must include the corresponding supply power. -**Double-click** entries to edit with the [Auxiliary Dialog](VECTO-Editor_Aux.html). +: This list contains all auxiliaries used for calculation. The auxiliaries are configured using the [Auxiliary Dialog](#auxiliary-dialog). For each auxiliary an [Auxiliary Input File (.vaux)](#auxiliary-input-file-.vaux) must be provided and the [driving cycle](#driving-cycle-.vdri) must include the corresponding supply power. +**Double-click** entries to edit with the [Auxiliary Dialog](#auxiliary-dialog). -:  Add new Auxiliary -:  Remove the selected Auxiliary from the list +:  Add new Auxiliary +:  Remove the selected Auxiliary from the list -: See [Auxiliaries](../general/Auxiliaries.html) for details. +: See [Auxiliaries](#auxiliaries) for details. Cycles -: List of cycles used for calculation. The .vdri format is described [here](../fileformat/VDRI.html). -**Double-click** an entry to open the file (see [File Open Command](settings.html#opencmd)). +: List of cycles used for calculation. The .vdri format is described [here](#driving-cycle-.vdri). +**Double-click** an entry to open the file (see [File Open Command](#settings)). **Click** selected items to edit file paths. -:  Add cycle (.vdri) -:  Remove the selected cycle from the list +:  Add cycle (.vdri) +:  Remove the selected cycle from the list Driver Assist Tab @@ -68,48 +69,48 @@ Cycles In this tab the driver assistance functions are enabled and parameterised. Engine Start/Stop -: See [Engine Start/Stop](../general/StartStop.html) for details. +: See [Engine Start/Stop](#engine-start-stop) for details. Overspeed / Eco-Roll -: See [Overspeed / Eco-Roll](../general/EcoRoll.html) for details. +: See [Overspeed / Eco-Roll](#overspeed-eco-roll) for details. Look-Ahead Coasting -: See [Look-Ahead Coasting](../general/LAC.html) for details. +: See [Look-Ahead Coasting](#look-ahead-coasting) for details. Acceleration Limiting -: See [Acceleration Limiting](../general/AccLimit.html) for details. +: See [Acceleration Limiting](#acceleration-limiting) for details. Chart Area ----------- -If a valid [Vehicle File](VEH-Editor.html), [Engine File](ENG-Editor.html) and [Gearbox File](GBX-Editor.html) is loaded into the Editor the main vehicle parameters like HDV class and axle configuration are shown here. The plot shows the full load curve(s) and shift polygons. In [Declaration Mode](../general/calc_Declaration.html) the **generic** shift polygons are shown, not the ones from the Gearbox File. +If a valid [Vehicle File](#vehicle-editor), [Engine File](#engine-editor) and [Gearbox File](#gearbox-editor) is loaded into the Editor the main vehicle parameters like HDV class and axle configuration are shown here. The plot shows the full load curve(s) and shift polygons. In [Declaration Mode](#declaration-mode) the **generic** shift polygons are shown, not the ones from the Gearbox File. Controls -------- - New Job File + New Job File : Create a new empty .vecto file - Open existing Job File + Open existing Job File : Open an existing .vecto file - ***Save current Job File*** + ***Save current Job File*** - ***Save Job File as...*** + ***Save Job File as...*** - Send current file to Job List in [Main Form](mainform.html) + Send current file to Job List in [Main Form](#main-form) : **Note:** The file will be sent to the Job List automatically when saved. - ***Open [Vehicle Editor](VEH-Editor.html)*** + ***Open [Vehicle Editor](#vehicle-editor)*** - ***Open [Engine Editor](ENG-Editor.html)*** + ***Open [Engine Editor](#engine-editor)*** - ***Open [Gearbox Editor](GBX-Editor.html)*** + ***Open [Gearbox Editor](#gearbox-editor)*** - ***Browse for vehicle/engine/gearbox files*** + ***Browse for vehicle/engine/gearbox files*** - Save and close file -: File will be added to Job List in the [Main Form](mainform.html). + Save and close file +: File will be added to Job List in the [Main Form](#main-form). - ***Cancel without saving*** \ No newline at end of file + ***Cancel without saving*** diff --git a/User Manual/GUI/VECTO-Editor_Aux.html b/User Manual/GUI/VECTO-Editor_Aux.html deleted file mode 100644 index 0dd05398ff95e36f8933f241aa6a86af902fa8ec..0000000000000000000000000000000000000000 --- a/User Manual/GUI/VECTO-Editor_Aux.html +++ /dev/null @@ -1,1050 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- margin-top: 16px; - font-size: 1em; - font-style: italic; - font-weight: bold; - } - - .markdown-body dl dd { - padding: 0 16px; - margin-bottom: 16px; - } - - .markdown-body blockquote { - padding: 0 15px; - color: #777; - border-left: 4px solid #ddd; - } - - .markdown-body blockquote>:first-child { - margin-top: 0; - } - - .markdown-body blockquote>:last-child { - margin-bottom: 0; - } - - .markdown-body table { - display: block; - width: 100%; - overflow: auto; - word-break: normal; - word-break: keep-all; - } - - .markdown-body table th { - font-weight: bold; - } - - .markdown-body table th, - .markdown-body table td { - padding: 6px 13px; - border: 1px solid #ddd; - } - - .markdown-body table tr { - background-color: #fff; - border-top: 1px solid #ccc; - } - - .markdown-body table tr:nth-child(2n) { - background-color: #f8f8f8; - } - - .markdown-body img { - max-width: 100%; - -moz-box-sizing: border-box; - box-sizing: border-box; - } - - .markdown-body code, - .markdown-body samp { - padding: 0; 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- } - - .markdown-body pre code:before, - .markdown-body pre code:after { - content: normal; - } - - /* Admonition */ - .markdown-body .admonition { - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - position: relative; - border-radius: 3px; - border: 1px solid #e0e0e0; - border-left: 6px solid #333; - padding: 10px 10px 10px 30px; - } - - .markdown-body .admonition table { - color: #333; - } - - .markdown-body .admonition p { - padding: 0; - } - - .markdown-body .admonition-title { - font-weight: bold; - margin: 0; - } - - .markdown-body .admonition>.admonition-title { - color: #333; - } - - .markdown-body .attention>.admonition-title { - color: #a6d796; - } - - .markdown-body .caution>.admonition-title { - color: #d7a796; - } - - .markdown-body .hint>.admonition-title { - color: #96c6d7; - } - - .markdown-body .danger>.admonition-title { - color: #c25f77; - } - - .markdown-body .question>.admonition-title { - color: #96a6d7; - } - - .markdown-body .note>.admonition-title { - color: #d7c896; - } - - .markdown-body .admonition:before, - .markdown-body .attention:before, - .markdown-body .caution:before, - .markdown-body .hint:before, - .markdown-body .danger:before, - .markdown-body .question:before, - .markdown-body .note:before { - font: normal normal 16px fontawesome-mini; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - line-height: 1.5; - color: #333; - position: absolute; - left: 0; - top: 0; - padding-top: 10px; - padding-left: 10px; - } - - .markdown-body .admonition:before { - content: "\f056\00a0"; - color: 333; - } - - .markdown-body .attention:before { - content: "\f058\00a0"; - color: #a6d796; - } - - .markdown-body .caution:before { - content: "\f06a\00a0"; - color: #d7a796; - } - - .markdown-body .hint:before { - content: "\f05a\00a0"; - color: #96c6d7; - } - - .markdown-body .danger:before { - content: "\f057\00a0"; - color: #c25f77; - } - - .markdown-body .question:before { - content: "\f059\00a0"; - color: #96a6d7; - } - - .markdown-body .note:before { - content: "\f040\00a0"; - color: #d7c896; - } - - .markdown-body .admonition::after { - content: normal; - } - - .markdown-body .attention { - border-left: 6px solid #a6d796; - } - - .markdown-body .caution { - border-left: 6px solid #d7a796; - } - - .markdown-body .hint { - border-left: 6px solid #96c6d7; - } - - .markdown-body .danger { - border-left: 6px solid #c25f77; - } - - .markdown-body .question { - border-left: 6px solid #96a6d7; - } - - .markdown-body .note { - border-left: 6px solid #d7c896; - } - - .markdown-body .admonition>*:first-child { - margin-top: 0 !important; - } - - .markdown-body .admonition>*:last-child { - margin-bottom: 0 !important; - } - - /* progress bar*/ - .markdown-body .progress { - display: block; - width: 300px; - margin: 10px 0; - height: 24px; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #ededed; - position: relative; - box-shadow: inset -1px 1px 3px rgba(0, 0, 0, .1); - } - - .markdown-body .progress-label { - position: absolute; - text-align: center; - font-weight: bold; - width: 100%; margin: 0; - line-height: 24px; - color: #333; - text-shadow: 1px 1px 0 #fefefe, -1px -1px 0 #fefefe, -1px 1px 0 #fefefe, 1px -1px 0 #fefefe, 0 1px 0 #fefefe, 0 -1px 0 #fefefe, 1px 0 0 #fefefe, -1px 0 0 #fefefe, 1px 1px 2px #000; - -webkit-font-smoothing: antialiased !important; - white-space: nowrap; - overflow: hidden; - } - - .markdown-body .progress-bar { - height: 24px; - float: left; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #96c6d7; - box-shadow: inset 0 1px 0 rgba(255, 255, 255, .5), inset 0 -1px 0 rgba(0, 0, 0, .1); - background-size: 30px 30px; - background-image: -webkit-linear-gradient( - 135deg, rgba(255, 255, 255, .4) 27%, - transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, - transparent 77%, transparent - ); - background-image: -moz-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -ms-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -o-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="auxiliary-dialog">Auxiliary Dialog</h1> -<div class="figure"> -<img src="pics/VECTO-Editor_Aux.png" alt="" /> - -</div> -<h2 id="description">Description</h2> -<p>The Auxiliary Dialog is used to configure auxiliaries. Auxiliary efficieny is defined using an <a href="../fileformat/VAUX.html">Auxiliary Input File (.vaux)</a>. See <a href="../general/Auxiliaries.html">Auxiliaries</a> for details on how the power demand for each auxiliary is calculated.</p> -<p>In <a href="../general/calc_Declaration.html">Declaration Mode</a> only the Technology for each auxiliary has to be selected.</p> -<h2 id="settings">Settings</h2> -<dl> -<dt>Type</dt> -<dd>String defining type of auxiliary. Click the arrow to load from a predefined list, however It is not required to use a type from the list. -</dd> -<dt>ID</dt> -<dd>The ID string is required to link the auxiliary to the corresponding supply power definition in the driving cycle. The ID must not contain space or special characters text and numbers only). The ID is not case sensitive (e.g. "ALT" will link to "Alt" or "alt", etc.) <strong><em>Example</em></strong> <em>: Auxiliary "ALT" is linked to the column "<AUX_ALT>" in the driving cylce.</em> See <a href="../general/Auxiliaries.html">Auxiliaries</a> for details. -</dd> -<dt>Input File</dt> -<dd>Path to the <a href="../fileformat/VAUX.html">Auxiliary File (.vaux)</a>. -</dd> -</dl> -<h2 id="controls">Controls</h2> -<p><img src="../pics/misc/OK.png" alt="ok" /> <strong><em>Save and close</em></strong></p> -<p><img src="../pics/misc/Cancel.png" alt="cancel" /> <strong><em>Close without saving</em></strong></p> -</body> -</html> diff --git a/User Manual/GUI/VECTO-Editor_Aux.md b/User Manual/GUI/VECTO-Editor_Aux.md index 745d3a2e3d9839f28d7e438bb2334caef250912b..418cc6db76ea2d62109516954c0f80490c319cba 100644 --- a/User Manual/GUI/VECTO-Editor_Aux.md +++ b/User Manual/GUI/VECTO-Editor_Aux.md @@ -1,17 +1,14 @@ - Auxiliary Dialog ================ -  - Description ----------- -The Auxiliary Dialog is used to configure auxiliaries. Auxiliary efficieny is defined using an [Auxiliary Input File (.vaux)](../fileformat/VAUX.html). See [Auxiliaries](../general/Auxiliaries.html) for details on how the power demand for each auxiliary is calculated. +The Auxiliary Dialog is used to configure auxiliaries. Auxiliary efficieny is defined using an [Auxiliary Input File (.vaux)](#auxiliary-input-file-.vaux). See [Auxiliaries](#auxiliaries) for details on how the power demand for each auxiliary is calculated. -In [Declaration Mode](../general/calc_Declaration.html) only the Technology for each auxiliary has to be selected. +In [Declaration Mode](#declaration-mode) only the Technology for each auxiliary has to be selected. Settings @@ -23,14 +20,14 @@ Type ID : The ID string is required to link the auxiliary to the corresponding supply power definition in the driving cycle. The ID must not contain space or special characters text and numbers only). The ID is not case sensitive (e.g. "ALT" will link to "Alt" or "alt", etc.) ***Example*** *: Auxiliary "ALT" is linked to the column "<AUX\_ALT>" in the driving cylce.* -See [Auxiliaries](../general/Auxiliaries.html) for details. +See [Auxiliaries](#auxiliaries) for details. Input File -: Path to the [Auxiliary File (.vaux)](../fileformat/VAUX.html). +: Path to the [Auxiliary File (.vaux)](#auxiliary-input-file-.vaux). Controls -------- - ***Save and close*** + ***Save and close*** - ***Close without saving*** \ No newline at end of file + ***Close without saving*** diff --git a/User Manual/GUI/VEH-Editor.html b/User Manual/GUI/VEH-Editor.html deleted file mode 100644 index c1eafa11d9de202730794bc715ce413791be855d..0000000000000000000000000000000000000000 --- a/User Manual/GUI/VEH-Editor.html +++ /dev/null @@ -1,1110 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; - } - - body .markdown-body - { - padding: 30px; - } - - @font-face { - font-family: fontawesome-mini; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="vehicle-editor">Vehicle Editor</h1> -<div class="figure"> -<img src="pics/VEH-Editor.svg" alt="" /> - -</div> -<h2 id="description">Description</h2> -<p>The Vehicle File (.vveh) defines the main vehicle/chassis parameters like axles including <a href="../general/RCC.html">RRC</a>s, air resistance and weight.</p> -<h2 id="relatve-file-paths">Relatve File Paths</h2> -<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths. Example: "Demo1.vrlm" points to the "Demo" subdirectory of the Vehicle File's directoy.</p> -<p>VECTO automatically uses relative paths if the input file (e.g. Retarder Losses File) is in the same directory as the Vehicle File. (The Vehicle File must be saved before browsing for input files.)</p> -<h2 id="general-vehicle-parameters">General vehicle parameters</h2> -<dl> -<dt>Vehicle Category</dt> -<dd>Needed for <a href="../general/calc_Declaration.html">Declaration Mode</a> to identify the HDV Class. -</dd> -<dt>Axle Configuration</dt> -<dd>Needed for <a href="../general/calc_Declaration.html">Declaration Mode</a> to identify the HDV Class. -</dd> -<dt>Gross Vehicle Mass Rating [t]</dt> -<dd>Needed for <a href="../general/calc_Declaration.html">Declaration Mode</a> to identify the HDV Class. -</dd> -<dt>HDV Class</dt> -<dd>Displays the automatically selected HDV Class depending on the settings above. -</dd> -</dl> -<h2 id="weightloading">Weight/Loading</h2> -<p>These fields define the weight and loading of the vehicle. <strong>Max. Loading</strong> displayes the maximum possible loading for the selected vehicle depending on curb weight and GVW values.</p> -<p><strong><em>Note:</em></strong> <em>VECTO uses the sum of</em> <strong><em>Curb Weight Vehicle, Curb Weight Extra Trailer/Body</em></strong> <em>and</em> <strong><em>Loading</em></strong> <em>for calculation!</em></p> -<h2 id="air-resistance">Air Resistance</h2> -<p>The product of <strong>Drag Coefficient</strong> [-], <strong>Cross Sectional Area</strong> [m²] and <strong>Air Density</strong> [kg/m³] (see <a href="settings.html">Settings</a>) together with the vehicle speed defines the Air Resistance. Note that the Drag Coefficient may be altered when using <a href="../general/cd.html"><strong>Cross Wind Correction</strong></a>.</p> -<h2 id="axleswheels">Axles/Wheels</h2> -<p>For each axle the parameters <strong>Relative axle load, RRC<sub>ISO</sub></strong> and <strong>F<sub>zISO</sub></strong> have to be defined in order to calculate the total <a href="../general/RRC.html">Rolling Resistance Coefficient</a>. Furthermore the <strong>Wheels Inertia [kgm²]</strong> has to be set per wheel for each axle. In <a href="../general/calc_Declaration.html">Declaration Mode</a> the inertia is defined automatically according to the selected tyres. Use the <img src="../pics/icons/plus-circle-icon.png" alt="" /> and <img src="../pics/icons/minus-circle-icon.png" alt="" /> buttons to add or remove axles form the vehicle. Doubleclick entries to edit existing axle configurations.</p> -<dl> -<dt>Dynamic Tyre Radius [mm]</dt> -<dd>Effective (dynamic) wheel radius used to calculate engine speed. In <a href="../general/calc_Declaration.html">Declaration Mode</a> the radius calculated automatically using tyres/rims of the powered axle. -</dd> -<dt>Powered axle tyres/rims</dt> -<dd>Needed for <a href="../general/calc_Declaration.html">Declaration Mode</a> to calculate the dynamic tyre radius. -</dd> -</dl> -<h2 id="retarder-losses">Retarder Losses</h2> -<p>If available a <strong>Retarder Torque Loss Map</strong> can be defined here to consider idling losses caused by the retarder. <strong><em>Note: Do not use this function if the retarder's losses are already included in the Transmission Loss Maps!</em></strong></p> -<dl> -<dt>Three options are available:</dt> -<dd><ul> -<li>None</li> -<li>Primary (before gearbox): The rpm ratio is relative to the engine speed</li> -<li>Secondary (after gearbox): The rpm ratio is relative to the cardan shaft speed</li> -</ul> -</dd> -</dl> -<p>Both, primary and secondary retarders, require an <a href="../fileformat/VRLM.html">Retarder Loss Torque Input File (.vrlm)</a>.</p> -<h2 id="cross-wind-correction">Cross Wind Correction</h2> -<dl> -<dt>Three different options are available:</dt> -<dd><ul> -<li>No Correction</li> -<li>Speed dependent</li> -<li>Vair & Beta Input</li> -</ul> -</dd> -</dl> -<p>Depending on the chosen mode either a <a href="../fileformat/VCDV.html">Speed Dependent Cross Wind Correction Input File (.vcdv)</a> or a <a href="../fileformat/VCDV.html">Vair & Beta Cross Wind Correction Input File (.vcdb)</a> must be defined. For details see <a href="../general/cd.html">Cross Wind Correction</a>.</p> -<h2 id="controls">Controls</h2> -<dl> -<dt><img src="../pics/icons/blue-document-icon.png" alt="" /> New file</dt> -<dd>Create a new empty .vveh file -</dd> -<dt><img src="../pics/icons/Open-icon.png" alt="" /> Open existing file</dt> -<dd>Open an existing .vveh file -</dd> -</dl> -<p><img src="../pics/icons/Actions-document-save-icon.png" alt="" /> <strong><em>Save current file</em></strong></p> -<p><img src="../pics/icons/Actions-document-save-as-icon.png" alt="" /> <strong><em>Save file as...</em></strong></p> -<dl> -<dt><img src="../pics/icons/export-icon.png" alt="" /> Send current file to the <a href="VECTO-Editor.html">VECTO Editor</a></dt> -<dd><strong>Note:</strong> If the current file was opened via the <a href="VECTO-Editor.html">VECTO Editor</a> the file will be sent automatically when saved. -</dd> -<dt><img src="../pics/misc/OK.png" alt="" /> Save and close file</dt> -<dd>If necessary the file path in the <a href="VECTO-Editor.html">VECTO Editor</a> will be updated. -</dd> -</dl> -<p><img src="../pics/misc/Cancel.png" alt="" /> <strong><em>Cancel without saving</em></strong></p> -</body> -</html> diff --git a/User Manual/GUI/VEH-Editor.md b/User Manual/GUI/VEH-Editor.md index 27f005028cb2aa7d9bcb27327272ed809ed874c2..821512236ddfe870818b4ceb1db3f834f97cdbdd 100644 --- a/User Manual/GUI/VEH-Editor.md +++ b/User Manual/GUI/VEH-Editor.md @@ -1,14 +1,14 @@ Vehicle Editor ============== - + Description ----------- -The Vehicle File (.vveh) defines the main vehicle/chassis parameters like axles including [RRC](../general/RCC.html)s, air resistance and weight. +The Vehicle File (.vveh) defines the main vehicle/chassis parameters like axles including [RRC](#rolling-resistance-coefficient)s, air resistance and weight. -Relatve File Paths +Relative File Paths ------------------ It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths. @@ -20,13 +20,13 @@ General vehicle parameters -------------------------- Vehicle Category -: Needed for [Declaration Mode](../general/calc_Declaration.html) to identify the HDV Class. +: Needed for [Declaration Mode](#declaration-mode) to identify the HDV Class. Axle Configuration -: Needed for [Declaration Mode](../general/calc_Declaration.html) to identify the HDV Class. +: Needed for [Declaration Mode](#declaration-mode) to identify the HDV Class. Gross Vehicle Mass Rating [t] -: Needed for [Declaration Mode](../general/calc_Declaration.html) to identify the HDV Class. +: Needed for [Declaration Mode](#declaration-mode) to identify the HDV Class. HDV Class : Displays the automatically selected HDV Class depending on the settings above. @@ -41,20 +41,20 @@ These fields define the weight and loading of the vehicle. **Max. Loading** disp Air Resistance -------------- -The product of **Drag Coefficient** [-], **Cross Sectional Area** [m²] and **Air Density** [kg/m³] (see [Settings](settings.html)) together with the vehicle speed defines the Air Resistance. Note that the Drag Coefficient may be altered when using [**Cross Wind Correction**](../general/cd.html). +The product of Drag Coefficient [-] and Cross Sectional Area [m²] (**c~d~ x A**) and **Air Density** [kg/m³] (see [Settings](#settings)) together with the vehicle speed defines the Air Resistance. Note that the Drag Coefficient may be altered when using [**Cross Wind Correction**](#cross-wind-correction). Axles/Wheels ------------ -For each axle the parameters **Relative axle load, RRC~ISO~** and **F~zISO~** have to be defined in order to calculate the total [Rolling Resistance Coefficient](../general/RRC.html). -Furthermore the **Wheels Inertia [kgm²]** has to be set per wheel for each axle. In [Declaration Mode](../general/calc_Declaration.html) the inertia is defined automatically according to the selected tyres. -Use the  and  buttons to add or remove axles form the vehicle. Doubleclick entries to edit existing axle configurations. +For each axle the parameters **Relative axle load, RRC~ISO~** and **F~zISO~** have to be defined in order to calculate the total [Rolling Resistance Coefficient](#rolling-resistance-coefficient). +Furthermore the **Wheels Inertia [kgm²]** has to be set per wheel for each axle. In [Declaration Mode](#declaration-mode) the inertia is defined automatically according to the selected tyres. +Use the  and  buttons to add or remove axles form the vehicle. Doubleclick entries to edit existing axle configurations. Dynamic Tyre Radius [mm] -: Effective (dynamic) wheel radius used to calculate engine speed. In [Declaration Mode](../general/calc_Declaration.html) the radius calculated automatically using tyres/rims of the powered axle. +: Effective (dynamic) wheel radius used to calculate engine speed. In [Declaration Mode](#declaration-mode) the radius calculated automatically using tyres/rims of the powered axle. Powered axle tyres/rims -: Needed for [Declaration Mode](../general/calc_Declaration.html) to calculate the dynamic tyre radius. +: Needed for [Declaration Mode](#declaration-mode) to calculate the dynamic tyre radius. Retarder Losses @@ -68,7 +68,7 @@ Three options are available: - Primary (before gearbox): The rpm ratio is relative to the engine speed - Secondary (after gearbox): The rpm ratio is relative to the cardan shaft speed -Both, primary and secondary retarders, require an [Retarder Loss Torque Input File (.vrlm)](../fileformat/VRLM.html). +Both, primary and secondary retarders, require an [Retarder Loss Torque Input File (.vrlm)](#retarder-loss-torque-input-file-.vrlm). Cross Wind Correction @@ -76,29 +76,30 @@ Cross Wind Correction Three different options are available: : - No Correction -- Speed dependent +- Speed dependent (User-defined) +- Speed dependent (Declaration Mode) - Vair & Beta Input -Depending on the chosen mode either a [Speed Dependent Cross Wind Correction Input File (.vcdv)](../fileformat/VCDV.html) or a [Vair & Beta Cross Wind Correction Input File (.vcdb)](../fileformat/VCDV.html) must be defined. For details see [Cross Wind Correction](../general/cd.html). +Depending on the chosen mode either a [Speed Dependent Cross Wind Correction Input File (.vcdv)](#speed-dependent-cross-wind-correction-input-file-.vcdv) or a [Vair & Beta Cross Wind Correction Input File (.vcdb)](#speed-dependent-cross-wind-correction-input-file-.vcdv) must be defined. For details see [Cross Wind Correction](#cross-wind-correction). Controls -------- - New file + New file : Create a new empty .vveh file - Open existing file + Open existing file : Open an existing .vveh file - ***Save current file*** + ***Save current file*** - ***Save file as...*** + ***Save file as...*** - Send current file to the [VECTO Editor](VECTO-Editor.html) -: **Note:** If the current file was opened via the [VECTO Editor](VECTO-Editor.html) the file will be sent automatically when saved. + Send current file to the [VECTO Editor](#job-editor) +: **Note:** If the current file was opened via the [VECTO Editor](#job-editor) the file will be sent automatically when saved. - Save and close file -: If necessary the file path in the [VECTO Editor](VECTO-Editor.html) will be updated. + Save and close file +: If necessary the file path in the [VECTO Editor](#job-editor) will be updated. - ***Cancel without saving*** \ No newline at end of file + ***Cancel without saving*** diff --git a/User Manual/GUI/index.html b/User Manual/GUI/index.html deleted file mode 100644 index a1a020ae66a2e1a65efda3799dc623380faf4003..0000000000000000000000000000000000000000 --- a/User Manual/GUI/index.html +++ /dev/null @@ -1,1043 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- line-height: 1.225; - border-bottom: 1px solid black; - } - - .markdown-body h3 { - font-size: 1.5em; - line-height: 1.43; - } - - .markdown-body h4 { - font-size: 1.25em; - } - - .markdown-body h5 { - font-size: 1em; - border-bottom: 1px solid black; - } - - .markdown-body h6 { - font-size: 1em; - color: #777; - } - - .markdown-body p, - .markdown-body blockquote, - .markdown-body ul, - .markdown-body ol, - .markdown-body dl, - .markdown-body table, - .markdown-body pre, - .markdown-body .admonition { - margin-top: 0; - margin-bottom: 16px; - } - - .markdown-body hr { - height: 4px; - padding: 0; - margin: 16px 0; - background-color: #e7e7e7; - border: 0 none; - } - - .markdown-body ul, - .markdown-body ol { - padding-left: 2em; - } - - .markdown-body ul ul, - .markdown-body ul ol, - .markdown-body ol ol, - .markdown-body ol ul { - margin-top: 0; - margin-bottom: 0; - } - - .markdown-body li>p { - margin-top: 16px; - } - - .markdown-body dl { - padding: 0; - } - - .markdown-body dl dt { - padding: 0; - margin-top: 16px; - font-size: 1em; - font-style: italic; - font-weight: bold; - } - - .markdown-body dl dd { - padding: 0 16px; - margin-bottom: 16px; - } - - .markdown-body blockquote { - padding: 0 15px; - color: #777; - border-left: 4px solid #ddd; - } - - .markdown-body blockquote>:first-child { - margin-top: 0; - } - - .markdown-body blockquote>:last-child { - margin-bottom: 0; - } - - .markdown-body table { - display: block; - width: 100%; - overflow: auto; - word-break: normal; - word-break: keep-all; - } - - .markdown-body table th { - font-weight: bold; - } - - .markdown-body table th, - .markdown-body table td { - padding: 6px 13px; - border: 1px solid #ddd; - } - - .markdown-body table tr { - background-color: #fff; - border-top: 1px solid #ccc; - } - - .markdown-body table tr:nth-child(2n) { - background-color: #f8f8f8; - } - - .markdown-body img { - max-width: 100%; - -moz-box-sizing: border-box; - box-sizing: border-box; - } - - .markdown-body code, - .markdown-body samp { - padding: 0; - padding-top: 0.2em; - padding-bottom: 0.2em; - margin: 0; - font-size: 85%; - background-color: rgba(0,0,0,0.04); - border-radius: 3px; - } - - .markdown-body code:before, - .markdown-body code:after { - letter-spacing: -0.2em; - content: "\00a0"; - } - - .markdown-body pre>code { - padding: 0; - margin: 0; - font-size: 100%; - word-break: normal; - white-space: pre; - background: transparent; - border: 0; - } - - .markdown-body .codehilite { - margin-bottom: 16px; - } - - .markdown-body .codehilite pre, - .markdown-body pre { - padding: 16px; - overflow: auto; - font-size: 85%; - line-height: 1.45; - background-color: #f7f7f7; - border-radius: 3px; - } - - .markdown-body .codehilite pre { - margin-bottom: 0; - word-break: normal; - } - - .markdown-body pre { - word-wrap: normal; - } - - .markdown-body pre code { - display: inline; - max-width: initial; - padding: 0; - margin: 0; - overflow: initial; - line-height: inherit; - word-wrap: normal; - background-color: transparent; - border: 0; - } - - .markdown-body pre code:before, - .markdown-body pre code:after { - content: normal; - } - - /* Admonition */ - .markdown-body .admonition { - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - position: relative; - border-radius: 3px; - border: 1px solid #e0e0e0; - border-left: 6px solid #333; - padding: 10px 10px 10px 30px; - } - - .markdown-body .admonition table { - color: #333; - } - - .markdown-body .admonition p { - padding: 0; - } - - .markdown-body .admonition-title { - font-weight: bold; - margin: 0; - } - - .markdown-body .admonition>.admonition-title { - color: #333; - } - - .markdown-body .attention>.admonition-title { - color: #a6d796; - } - - .markdown-body .caution>.admonition-title { - color: #d7a796; - } - - .markdown-body .hint>.admonition-title { - color: #96c6d7; - } - - .markdown-body .danger>.admonition-title { - color: #c25f77; - } - - .markdown-body .question>.admonition-title { - color: #96a6d7; - } - - .markdown-body .note>.admonition-title { - color: #d7c896; - } - - .markdown-body .admonition:before, - .markdown-body .attention:before, - .markdown-body .caution:before, - .markdown-body .hint:before, - .markdown-body .danger:before, - .markdown-body .question:before, - .markdown-body .note:before { - font: normal normal 16px fontawesome-mini; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - line-height: 1.5; - color: #333; - position: absolute; - left: 0; - top: 0; - padding-top: 10px; - padding-left: 10px; - } - - .markdown-body .admonition:before { - content: "\f056\00a0"; - color: 333; - } - - .markdown-body .attention:before { - content: "\f058\00a0"; - color: #a6d796; - } - - .markdown-body .caution:before { - content: "\f06a\00a0"; - color: #d7a796; - } - - .markdown-body .hint:before { - content: "\f05a\00a0"; - color: #96c6d7; - } - - .markdown-body .danger:before { - content: "\f057\00a0"; - color: #c25f77; - } - - .markdown-body .question:before { - content: "\f059\00a0"; - color: #96a6d7; - } - - .markdown-body .note:before { - content: "\f040\00a0"; - color: #d7c896; - } - - .markdown-body .admonition::after { - content: normal; - } - - .markdown-body .attention { - border-left: 6px solid #a6d796; - } - - .markdown-body .caution { - border-left: 6px solid #d7a796; - } - - .markdown-body .hint { - border-left: 6px solid #96c6d7; - } - - .markdown-body .danger { - border-left: 6px solid #c25f77; - } - - .markdown-body .question { - border-left: 6px solid #96a6d7; - } - - .markdown-body .note { - border-left: 6px solid #d7c896; - } - - .markdown-body .admonition>*:first-child { - margin-top: 0 !important; - } - - .markdown-body .admonition>*:last-child { - margin-bottom: 0 !important; - } - - /* progress bar*/ - .markdown-body .progress { - display: block; - width: 300px; - margin: 10px 0; - height: 24px; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #ededed; - position: relative; - box-shadow: inset -1px 1px 3px rgba(0, 0, 0, .1); - } - - .markdown-body .progress-label { - position: absolute; - text-align: center; - font-weight: bold; - width: 100%; margin: 0; - line-height: 24px; - color: #333; - text-shadow: 1px 1px 0 #fefefe, -1px -1px 0 #fefefe, -1px 1px 0 #fefefe, 1px -1px 0 #fefefe, 0 1px 0 #fefefe, 0 -1px 0 #fefefe, 1px 0 0 #fefefe, -1px 0 0 #fefefe, 1px 1px 2px #000; - -webkit-font-smoothing: antialiased !important; - white-space: nowrap; - overflow: hidden; - } - - .markdown-body .progress-bar { - height: 24px; - float: left; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #96c6d7; - box-shadow: inset 0 1px 0 rgba(255, 255, 255, .5), inset 0 -1px 0 rgba(0, 0, 0, .1); - background-size: 30px 30px; - background-image: -webkit-linear-gradient( - 135deg, rgba(255, 255, 255, .4) 27%, - transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, - transparent 77%, transparent - ); - background-image: -moz-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -ms-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -o-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="user-interface">User Interface</h1> -<p>When VECTO starts the <a href="mainform.html">Main Form</a> is loaded. Closing this form will close VECTO even if other dialogs are still open.</p> -<ul> -<li><a href="mainform.html">Main Form</a> -<ul> -<li><a href="settings.html">Settings</a></li> -</ul></li> -<li><a href="VECTO-Editor.html">Job Editor</a> -<ul> -<li><a href="VECTO-Editor_Aux.html">Aux Dialog</a></li> -</ul></li> -<li><a href="VEH-Editor.html">Vehicle Editor</a></li> -<li><a href="ENG-Editor.html">Engine Editor</a></li> -<li><a href="GBX-Editor.html">Gearbox Editor</a></li> -<li><a href="Graph.html">Graph Window</a></li> -</ul> -</body> -</html> diff --git a/User Manual/GUI/index.md b/User Manual/GUI/index.md index 4315d28dc60e7c7d1e35e62edb3a4f01c01bdb0a..d87da472f4a8e5d109ce12a4b3f18c8f85596724 100644 --- a/User Manual/GUI/index.md +++ b/User Manual/GUI/index.md @@ -1,14 +1,13 @@ - User Interface ============== -When VECTO starts the [Main Form](mainform.html) is loaded. Closing this form will close VECTO even if other dialogs are still open. +When VECTO starts the [Main Form](#main-form) is loaded. Closing this form will close VECTO even if other dialogs are still open. -- [Main Form](mainform.html) - - [Settings](settings.html) -- [Job Editor](VECTO-Editor.html) - - [Aux Dialog](VECTO-Editor_Aux.html) -- [Vehicle Editor](VEH-Editor.html) -- [Engine Editor](ENG-Editor.html) -- [Gearbox Editor](GBX-Editor.html) -- [Graph Window](Graph.html) \ No newline at end of file +- [Main Form](#main-form) + - [Settings](#settings) +- [Job Editor](#job-editor) + - [Aux Dialog](#auxiliary-dialog) +- [Vehicle Editor](#vehicle-editor) +- [Engine Editor](#engine-editor) +- [Gearbox Editor](#gearbox-editor) +- [Graph Window](#graph-window) diff --git a/User Manual/GUI/mainform.html b/User Manual/GUI/mainform.html deleted file mode 100644 index af1079a54bce80595fddeafbd2eb967ff4fd0948..0000000000000000000000000000000000000000 --- a/User Manual/GUI/mainform.html +++ /dev/null @@ -1,1175 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- margin-top: 16px; - font-size: 1em; - font-style: italic; - font-weight: bold; - } - - .markdown-body dl dd { - padding: 0 16px; - margin-bottom: 16px; - } - - .markdown-body blockquote { - padding: 0 15px; - color: #777; - border-left: 4px solid #ddd; - } - - .markdown-body blockquote>:first-child { - margin-top: 0; - } - - .markdown-body blockquote>:last-child { - margin-bottom: 0; - } - - .markdown-body table { - display: block; - width: 100%; - overflow: auto; - word-break: normal; - word-break: keep-all; - } - - .markdown-body table th { - font-weight: bold; - } - - .markdown-body table th, - .markdown-body table td { - padding: 6px 13px; - border: 1px solid #ddd; - } - - .markdown-body table tr { - background-color: #fff; - border-top: 1px solid #ccc; - } - - .markdown-body table tr:nth-child(2n) { - background-color: #f8f8f8; - } - - .markdown-body img { - max-width: 100%; - -moz-box-sizing: border-box; - box-sizing: border-box; - } - - .markdown-body code, - .markdown-body samp { - padding: 0; - padding-top: 0.2em; - padding-bottom: 0.2em; - margin: 0; - font-size: 85%; - background-color: rgba(0,0,0,0.04); - border-radius: 3px; - } - - .markdown-body code:before, - .markdown-body code:after { - letter-spacing: -0.2em; - content: "\00a0"; - } - - .markdown-body pre>code { - padding: 0; - margin: 0; - font-size: 100%; - word-break: normal; - white-space: pre; - background: transparent; - border: 0; - } - - .markdown-body .codehilite { - margin-bottom: 16px; - } - - .markdown-body .codehilite pre, - .markdown-body pre { - padding: 16px; - overflow: auto; - font-size: 85%; - line-height: 1.45; - background-color: #f7f7f7; - border-radius: 3px; - } - - .markdown-body .codehilite pre { - margin-bottom: 0; - word-break: normal; - } - - .markdown-body pre { - word-wrap: normal; - } - - .markdown-body pre code { - display: inline; - max-width: initial; - padding: 0; - margin: 0; - overflow: initial; - line-height: inherit; - word-wrap: normal; - background-color: transparent; - border: 0; - } - - .markdown-body pre code:before, - .markdown-body pre code:after { - content: normal; - } - - /* Admonition */ - .markdown-body .admonition { - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - position: relative; - border-radius: 3px; - border: 1px solid #e0e0e0; - border-left: 6px solid #333; - padding: 10px 10px 10px 30px; - } - - .markdown-body .admonition table { - color: #333; - } - - .markdown-body .admonition p { - padding: 0; - } - - .markdown-body .admonition-title { - font-weight: bold; - margin: 0; - } - - .markdown-body .admonition>.admonition-title { - color: #333; - } - - .markdown-body .attention>.admonition-title { - color: #a6d796; - } - - .markdown-body .caution>.admonition-title { - color: #d7a796; - } - - .markdown-body .hint>.admonition-title { - color: #96c6d7; - } - - .markdown-body .danger>.admonition-title { - color: #c25f77; - } - - .markdown-body .question>.admonition-title { - color: #96a6d7; - } - - .markdown-body .note>.admonition-title { - color: #d7c896; - } - - .markdown-body .admonition:before, - .markdown-body .attention:before, - .markdown-body .caution:before, - .markdown-body .hint:before, - .markdown-body .danger:before, - .markdown-body .question:before, - .markdown-body .note:before { - font: normal normal 16px fontawesome-mini; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - line-height: 1.5; - color: #333; - position: absolute; - left: 0; - top: 0; - padding-top: 10px; - padding-left: 10px; - } - - .markdown-body .admonition:before { - content: "\f056\00a0"; - color: 333; - } - - .markdown-body .attention:before { - content: "\f058\00a0"; - color: #a6d796; - } - - .markdown-body .caution:before { - content: "\f06a\00a0"; - color: #d7a796; - } - - .markdown-body .hint:before { - content: "\f05a\00a0"; - color: #96c6d7; - } - - .markdown-body .danger:before { - content: "\f057\00a0"; - color: #c25f77; - } - - .markdown-body .question:before { - content: "\f059\00a0"; - color: #96a6d7; - } - - .markdown-body .note:before { - content: "\f040\00a0"; - color: #d7c896; - } - - .markdown-body .admonition::after { - content: normal; - } - - .markdown-body .attention { - border-left: 6px solid #a6d796; - } - - .markdown-body .caution { - border-left: 6px solid #d7a796; - } - - .markdown-body .hint { - border-left: 6px solid #96c6d7; - } - - .markdown-body .danger { - border-left: 6px solid #c25f77; - } - - .markdown-body .question { - border-left: 6px solid #96a6d7; - } - - .markdown-body .note { - border-left: 6px solid #d7c896; - } - - .markdown-body .admonition>*:first-child { - margin-top: 0 !important; - } - - .markdown-body .admonition>*:last-child { - margin-bottom: 0 !important; - } - - /* progress bar*/ - .markdown-body .progress { - display: block; - width: 300px; - margin: 10px 0; - height: 24px; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #ededed; - position: relative; - box-shadow: inset -1px 1px 3px rgba(0, 0, 0, .1); - } - - .markdown-body .progress-label { - position: absolute; - text-align: center; - font-weight: bold; - width: 100%; margin: 0; - line-height: 24px; - color: #333; - text-shadow: 1px 1px 0 #fefefe, -1px -1px 0 #fefefe, -1px 1px 0 #fefefe, 1px -1px 0 #fefefe, 0 1px 0 #fefefe, 0 -1px 0 #fefefe, 1px 0 0 #fefefe, -1px 0 0 #fefefe, 1px 1px 2px #000; - -webkit-font-smoothing: antialiased !important; - white-space: nowrap; - overflow: hidden; - } - - .markdown-body .progress-bar { - height: 24px; - float: left; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #96c6d7; - box-shadow: inset 0 1px 0 rgba(255, 255, 255, .5), inset 0 -1px 0 rgba(0, 0, 0, .1); - background-size: 30px 30px; - background-image: -webkit-linear-gradient( - 135deg, rgba(255, 255, 255, .4) 27%, - transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, - transparent 77%, transparent - ); - background-image: -moz-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -ms-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -o-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="main-form">Main Form</h1> -<div class="figure"> -<img src="pics/mainform.svg" alt="" /> - -</div> -<h2 id="description">Description</h2> -<p>The Main Form is loaded when starting VECTO. Closing this form will close VECTO even if other dialogs are still open. In this form all global settings can be controlled and all other application dialogs can be opened.</p> -<p>In order to start a calculation the <a href="../general/calc_index.html">Calculation Mode</a> must be set and at least one <a href="VECTO-Editor.html">Job File (.vecto)</a> must added to the Job List. After clicking START all checked files in the Job List will be calculated.</p> -<dl> -<dt>The Main Form includes three tabs as described below:</dt> -<dd><ul> -<li>Job Files Tab</li> -<li>Driving Cycles Tab (only if <a href="../general/calc_BATCH.html">Batch Mode</a> is enabled)</li> -<li>Options Tab</li> -</ul> -</dd> -</dl> -<h2 id="job-files-tab">Job Files Tab</h2> -<h3 id="job-files-list">Job Files List</h3> -<p>Job files (.vecto) listed here will be used for calculation. Unchecked files will be ignored! Doubleclick entries to edit job files with the <a href="VECTO-Editor.html">VECTO Editor</a>.</p> -<dl> -<dt><img src="../pics/misc/checkbox.png" alt="cb" /> All</dt> -<dd>(Un-)Check all files in Job List. Only checked files are calculated when clicking START. -</dd> -</dl> -<p><img src="../pics/icons/plus-circle-icon.png" alt="add" /> <strong><em>Add files to Job List</em></strong></p> -<p><img src="../pics/icons/minus-circle-icon.png" alt="remove" /> <strong><em>Remove selected files from List</em></strong></p> -<p><img src="../pics/icons/Actions-arrow-up-icon.png" alt="up" /><img src="../pics/icons/Actions-arrow-down-icon.png" alt="down" /> <strong><em>Move selected files up or down in list</em></strong></p> -<h4 id="list-options">List Options</h4> -<ul> -<li><strong>Save/Load List</strong> -<ul> -<li>Save or load Job List to text file</li> -</ul></li> -<li><strong>Load Autosave-List</strong> -<ul> -<li>The Autosave-List is saved automatically on application exit and calculation start</li> -</ul></li> -<li><strong>Clear List</strong> -<ul> -<li>Remove all files from Job List</li> -</ul></li> -<li><strong>Remove Paths</strong> -<ul> -<li>Remove paths, i.e. only file names remain using the Working Directory as source path.</li> -</ul></li> -</ul> -<h3 id="start-start-button"><img src="../pics/icons/Play-icon.png" alt="START" /> <strong><em>START Button</em></strong></h3> -<p>Start VECTO in the selected mode (see <a href="mainform_options.html">Options</a>).</p> -<h2 id="driving-cycles-tab">Driving Cycles Tab</h2> -<dl> -<dt>Driving Cycle List</dt> -<dd>The Driving Cycles List is only used in <a href="../general/calc_BATCH.html">Batch Mode</a>. The same controls are used as in the Job Files List. -</dd> -</dl> -<h2 id="options-tab">Options Tab</h2> -<p>In this tab the global calculation settings can be changed.</p> -<dl> -<dt><img src="../pics/misc/checkbox.png" alt="" /> Declaration Mode</dt> -<dd>Enable or disable <a href="../general/calc_Declaration.html">Declaration Mode</a> -</dd> -<dt><img src="../pics/misc/checkbox.png" alt="" /> Batch Mode</dt> -<dd>If Declaration Mode is disabled VECTO can be run in <a href="../general/calc_BATCH.html">Batch Mode</a>. -</dd> -<dt><img src="../pics/misc/checkbox.png" alt="cb" /> Cycle Distance Correction</dt> -<dd>Toggle Cycle Distance Correction. Always ON in Declaration Mode. Cycle Distance Correction monitors the driven distance in each time step and, if necessary, adds or removes time steps in order to keep the original distance given in the driving cycle. -</dd> -<dd><ul> -<li>If <strong>enabled</strong> the vehicle drives the same <strong>distance</strong> as given in the driving cycle</li> -<li>If <strong><em>disabled</em></strong> the vehicle travels the same <strong>time</strong> as given in the driving cycle (Note that distance-based cycles (see <a href="../fileformat/VDRI.html">here</a>) are always converted to time-based cycles internally)</li> -</ul> -</dd> -<dt><img src="../pics/misc/checkbox.png" alt="cb" /> Use gears/rpm's form driving cycle</dt> -<dd>If activated VECTO will use gear and/or engine speed defintions included in the driving cycle (see <a href="../fileformat/VDRI.html">here</a>). -</dd> -<dt><img src="../pics/misc/checkbox.png" alt="cb" /> Write modal results</dt> -<dd>Toggle output of modal results (.vmod files). Summary files (.vsum, .vres) are always created. -</dd> -<dt><img src="../pics/misc/checkbox.png" alt="cb" /> Shutdown system after last job</dt> -<dd>If activated VECTO will shutdown the system after the last job was completed. (Can be aborted during 100 seconds before shutdown.) -</dd> -<dt>Output Path (BATCH Mode only)</dt> -<dd>Select target directory for result files (.vmod, .vres, .vsum) -</dd> -<dt><img src="../pics/misc/checkbox.png" alt="cb" /> Create Subdirectories for modal results (BATCH Mode only)</dt> -<dd>If activated a subdirectory for each job file will be created inside <strong>Output Path</strong> for modal output. -</dd> -</dl> -<h2 id="controls">Controls</h2> -<dl> -<dt><img src="../pics/icons/blue-document-icon.png" alt="new" /> New Job File</dt> -<dd>Create a new .vecto file using the <a href="VECTO-Editor.html">VECTO Editor</a> -</dd> -<dt><img src="../pics/icons/Open-icon.png" alt="open" /> Open existing Job or Input File</dt> -<dd>Open an existing input file (Job, Engine, etc.) -</dd> -</dl> -<p><img src="../pics/icons/Misc-Tools-icon.png" alt="tools" /> <strong><em>Tools</em></strong></p> -<ul> -<li><strong><a href="VECTO-Editor.html">Job</a>, <a href="VEH-Editor.html">Vehicle</a>, <a href="ENG-%20Editor.html">Engine</a>, <a href="GBX-Editor.html">Gearbox</a> Editor</strong> -<ul> -<li>Opens the respective Editor</li> -</ul></li> -<li><strong>Graph</strong> -<ul> -<li>Open a new <a href="Graph.html">Graph Window</a></li> -</ul></li> -<li><strong>Open Log</strong> -<ul> -<li>Opens the <a href="../fileformat/App.html">Log File</a> in the system's default text editor</li> -</ul></li> -<li><strong>Settings</strong> -<ul> -<li>Opens the <a href="settings.html">Settings</a> dialog.</li> -</ul></li> -</ul> -<p><img src="../pics/icons/Help-icon.png" alt="info" /> <strong><em>Help</em></strong></p> -<ul> -<li><strong>User Manual</strong> -<ul> -<li>Opens this User Manual</li> -</ul></li> -<li><strong>Create Activation File</strong> -<ul> -<li>Create an Activation File used for Licensing</li> -</ul></li> -<li><strong>About VECTO</strong> -<ul> -<li>Information about the software, license and support contact</li> -</ul></li> -</ul> -<dl> -<dt>Message List</dt> -<dd>All messages, warnings and errors are displayed here and written to the log file LOG.txt in the VECTO application folder. Depending on the colour the following message types are displayed: -</dd> -</dl> -<ul> -<li><span style="font-family: Courier New;">Status Messages</span></li> -<li><span style="font-family: Courier New; background-color: rgb(255, 204, 102);">Warnings</span></li> -<li><span style="font-family: Courier New; background-color: red; color: white;">Errors</span></li> -<li><span style="font-family: Courier New; text-decoration: underline; color: rgb(51, 51, 255);">Links</span> - click to open file/user manual/etc.</li> -</ul> -<p>Note that the <a href="../fileformat/App.html">message log</a> can be opened in the <img src="../pics/icons/Misc-Tools-icon.png" alt="" /> Tools menu with <strong>Open Log</strong>.</p> -<dl> -<dt>Statusbar</dt> -<dd>Displays current status and progress of running calculations. When no calculation is running the current mode is displayed (Standard, Batch or Declaration Mode). -</dd> -</dl> -</body> -</html> diff --git a/User Manual/GUI/mainform.md b/User Manual/GUI/mainform.md index c07be70624066acec06bb673c4f9803bae76cc4d..12fda2fc8794a01711c5c0fd49c13897eb8b32f5 100644 --- a/User Manual/GUI/mainform.md +++ b/User Manual/GUI/mainform.md @@ -1,4 +1,3 @@ - Main Form ========= @@ -11,11 +10,11 @@ Description The Main Form is loaded when starting VECTO. Closing this form will close VECTO even if other dialogs are still open. In this form all global settings can be controlled and all other application dialogs can be opened. -In order to start a calculation the [Calculation Mode](../general/calc_index.html) must be set and at least one [Job File (.vecto)](VECTO-Editor.html) must added to the Job List. After clicking START all checked files in the Job List will be calculated. +In order to start a calculation the [Calculation Mode](#calculation-modes) must be set and at least one [Job File (.vecto)](#job-editor) must added to the Job List. After clicking START all checked files in the Job List will be calculated. The Main Form includes three tabs as described below: : - Job Files Tab -- Driving Cycles Tab (only if [Batch Mode](../general/calc_BATCH.html) is enabled) +- Driving Cycles Tab (only if [Batch Mode](#batch-mode) is enabled) - Options Tab @@ -25,16 +24,16 @@ Job Files Tab ###Job Files List# Job files (.vecto) listed here will be used for calculation. Unchecked files will be ignored! -Doubleclick entries to edit job files with the [VECTO Editor](VECTO-Editor.html). +Doubleclick entries to edit job files with the [VECTO Editor](#job-editor). - All + All : (Un-)Check all files in Job List. Only checked files are calculated when clicking START. - ***Add files to Job List*** + ***Add files to Job List*** - ***Remove selected files from List*** + ***Remove selected files from List*** - ***Move selected files up or down in list*** + ***Move selected files up or down in list*** ####List Options# @@ -51,20 +50,16 @@ Doubleclick entries to edit job files with the [VECTO Editor](VECTO-Editor.html) +### ***START Button*** - - - -### ***START Button*** - -Start VECTO in the selected mode (see [Options](mainform_options.html)). +Start VECTO in the selected mode (see [Options](#options-tab)). Driving Cycles Tab ------------------ Driving Cycle List -: The Driving Cycles List is only used in [Batch Mode](../general/calc_BATCH.html). The same controls are used as in the Job Files List. +: The Driving Cycles List is only used in [Batch Mode](#batch-mode). The same controls are used as in the Job Files List. Options Tab @@ -72,29 +67,29 @@ Options Tab In this tab the global calculation settings can be changed. - Declaration Mode -: Enable or disable [Declaration Mode](../general/calc_Declaration.html) + Declaration Mode +: Enable or disable [Declaration Mode](#declaration-mode) - Batch Mode -: If Declaration Mode is disabled VECTO can be run in [Batch Mode](../general/calc_BATCH.html). + Batch Mode +: If Declaration Mode is disabled VECTO can be run in [Batch Mode](#batch-mode). - Cycle Distance Correction + Cycle Distance Correction : Toggle Cycle Distance Correction. Always ON in Declaration Mode. Cycle Distance Correction monitors the driven distance in each time step and, if necessary, adds or removes time steps in order to keep the original distance given in the driving cycle. : - If **enabled** the vehicle drives the same **distance** as given in the driving cycle -- If ***disabled*** the vehicle travels the same **time** as given in the driving cycle (Note that distance-based cycles (see [here](../fileformat/VDRI.html)) are always converted to time-based cycles internally) +- If ***disabled*** the vehicle travels the same **time** as given in the driving cycle (Note that distance-based cycles (see [here](#driving-cycle-.vdri)) are always converted to time-based cycles internally) - Use gears/rpm's form driving cycle -: If activated VECTO will use gear and/or engine speed defintions included in the driving cycle (see [here](../fileformat/VDRI.html)). + Use gears/rpm's form driving cycle +: If activated VECTO will use gear and/or engine speed defintions included in the driving cycle (see [here](#driving-cycle-.vdri)). - Write modal results + Write modal results : Toggle output of modal results (.vmod files). Summary files (.vsum, .vres) are always created. - Shutdown system after last job + Shutdown system after last job : If activated VECTO will shutdown the system after the last job was completed. (Can be aborted during 100 seconds before shutdown.) Output Path (BATCH Mode only) @@ -102,34 +97,34 @@ Output Path (BATCH Mode only) - Create Subdirectories for modal results (BATCH Mode only) + Create Subdirectories for modal results (BATCH Mode only) : If activated a subdirectory for each job file will be created inside **Output Path** for modal output. Controls -------- - New Job File -: Create a new .vecto file using the [VECTO Editor](VECTO-Editor.html) + New Job File +: Create a new .vecto file using the [VECTO Editor](#job-editor) - Open existing Job or Input File + Open existing Job or Input File : Open an existing input file (Job, Engine, etc.) - ***Tools*** + ***Tools*** -- **[Job](VECTO-Editor.html), [Vehicle](VEH-Editor.html), [Engine](ENG- Editor.html), [Gearbox](GBX-Editor.html) Editor** +- **[Job](#job-editor), [Vehicle](#vehicle-editor), [Engine](#engine-editor), [Gearbox](#gearbox-editor) Editor** - Opens the respective Editor - **Graph** - - Open a new [Graph Window](Graph.html) + - Open a new [Graph Window](#graph-window) - **Open Log** - - Opens the [Log File](../fileformat/App.html) in the system's default text editor + - Opens the [Log File](#application-files) in the system's default text editor - **Settings** - - Opens the [Settings](settings.html) dialog. + - Opens the [Settings](#settings) dialog. - ***Help*** + ***Help*** - **User Manual** @@ -149,8 +144,7 @@ Depending on the colour the following message types are displayed: - <span style="font-family: Courier New; background-color: red; color: white;">Errors</span> - <span style="font-family: Courier New; text-decoration: underline; color: rgb(51, 51, 255);">Links</span> - click to open file/user manual/etc. -Note that the [message log](../fileformat/App.html) can be opened in the  Tools menu with **Open Log**. - +Note that the [message log](#application-files) can be opened in the  Tools menu with **Open Log**. Statusbar -: Displays current status and progress of running calculations. When no calculation is running the current mode is displayed (Standard, Batch or Declaration Mode). \ No newline at end of file +: Displays current status and progress of running calculations. When no calculation is running the current mode is displayed (Standard, Batch or Declaration Mode). diff --git a/User Manual/GUI/pics/VEH-Editor.PNG b/User Manual/GUI/pics/VEH-Editor.PNG deleted file mode 100644 index aa989e0a0dd8555652b48869390680e91ec71b7f..0000000000000000000000000000000000000000 Binary files a/User Manual/GUI/pics/VEH-Editor.PNG and /dev/null differ diff --git a/User Manual/GUI/settings.html b/User Manual/GUI/settings.html deleted file mode 100644 index e2d0099e70f7c3643fa7a6febfaba8aa75e77473..0000000000000000000000000000000000000000 --- a/User Manual/GUI/settings.html +++ /dev/null @@ -1,1067 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- border-radius: 2px; - border: 1px solid #cfcfcf; - color: #000; - padding: 3px 5px; - line-height: 10px; - font: 11px Consolas, "Liberation Mono", Menlo, Courier, monospace; - display: inline-block; - } - - .markdown-body>*:first-child { - margin-top: 0 !important; - } - - .markdown-body>*:last-child { - margin-bottom: 0 !important; - } - - .markdown-body .headeranchor-link { - position: absolute; - top: 0; - bottom: 0; - left: 0; - display: block; - padding-right: 6px; - padding-left: 30px; - margin-left: -30px; - } - - .markdown-body .headeranchor-link:focus { - outline: none; - } - - .markdown-body h1, - .markdown-body h2, - .markdown-body h3, - .markdown-body h4, - .markdown-body h5, - .markdown-body h6 { - position: relative; - margin-top: 1em; - margin-bottom: 16px; - font-weight: bold; - line-height: 1.4; - } - - .markdown-body h1 .headeranchor, - .markdown-body h2 .headeranchor, - .markdown-body h3 .headeranchor, - .markdown-body h4 .headeranchor, - .markdown-body h5 .headeranchor, - .markdown-body h6 .headeranchor { - display: none; - color: #000; - vertical-align: middle; - } - - .markdown-body h1:hover .headeranchor-link, - .markdown-body h2:hover .headeranchor-link, - .markdown-body h3:hover .headeranchor-link, - .markdown-body h4:hover .headeranchor-link, - .markdown-body h5:hover .headeranchor-link, - .markdown-body h6:hover .headeranchor-link { - height: 1em; - padding-left: 8px; - margin-left: -30px; - line-height: 1; - text-decoration: none; - } - - .markdown-body h1:hover .headeranchor-link .headeranchor, - .markdown-body h2:hover .headeranchor-link .headeranchor, - .markdown-body h3:hover .headeranchor-link .headeranchor, - .markdown-body h4:hover .headeranchor-link .headeranchor, - .markdown-body h5:hover .headeranchor-link .headeranchor, - .markdown-body h6:hover .headeranchor-link .headeranchor { - display: inline-block; - } - - .markdown-body h1 { - padding-bottom: 0px; - font-size: 2.25em; - line-height: 1.2; - border-bottom: 1px solid black; - } - - .markdown-body h2 { - padding-bottom: 0px; - font-size: 1.75em; 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- margin-top: 16px; - font-size: 1em; - font-style: italic; - font-weight: bold; - } - - .markdown-body dl dd { - padding: 0 16px; - margin-bottom: 16px; - } - - .markdown-body blockquote { - padding: 0 15px; - color: #777; - border-left: 4px solid #ddd; - } - - .markdown-body blockquote>:first-child { - margin-top: 0; - } - - .markdown-body blockquote>:last-child { - margin-bottom: 0; - } - - .markdown-body table { - display: block; - width: 100%; - overflow: auto; - word-break: normal; - word-break: keep-all; - } - - .markdown-body table th { - font-weight: bold; - } - - .markdown-body table th, - .markdown-body table td { - padding: 6px 13px; - border: 1px solid #ddd; - } - - .markdown-body table tr { - background-color: #fff; - border-top: 1px solid #ccc; - } - - .markdown-body table tr:nth-child(2n) { - background-color: #f8f8f8; - } - - .markdown-body img { - max-width: 100%; - -moz-box-sizing: border-box; - box-sizing: border-box; - } - - .markdown-body code, - .markdown-body samp { - padding: 0; - padding-top: 0.2em; - padding-bottom: 0.2em; - margin: 0; - font-size: 85%; - background-color: rgba(0,0,0,0.04); - border-radius: 3px; - } - - .markdown-body code:before, - .markdown-body code:after { - letter-spacing: -0.2em; - content: "\00a0"; - } - - .markdown-body pre>code { - padding: 0; - margin: 0; - font-size: 100%; - word-break: normal; - white-space: pre; - background: transparent; - border: 0; - } - - .markdown-body .codehilite { - margin-bottom: 16px; - } - - .markdown-body .codehilite pre, - .markdown-body pre { - padding: 16px; - overflow: auto; - font-size: 85%; - line-height: 1.45; - background-color: #f7f7f7; - border-radius: 3px; - } - - .markdown-body .codehilite pre { - margin-bottom: 0; - word-break: normal; - } - - .markdown-body pre { - word-wrap: normal; - } - - .markdown-body pre code { - display: inline; - max-width: initial; - padding: 0; - margin: 0; - overflow: initial; - line-height: inherit; - word-wrap: normal; - background-color: transparent; - border: 0; - } - - .markdown-body pre code:before, - .markdown-body pre code:after { - content: normal; - } - - /* Admonition */ - .markdown-body .admonition { - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - position: relative; - border-radius: 3px; - border: 1px solid #e0e0e0; - border-left: 6px solid #333; - padding: 10px 10px 10px 30px; - } - - .markdown-body .admonition table { - color: #333; - } - - .markdown-body .admonition p { - padding: 0; - } - - .markdown-body .admonition-title { - font-weight: bold; - margin: 0; - } - - .markdown-body .admonition>.admonition-title { - color: #333; - } - - .markdown-body .attention>.admonition-title { - color: #a6d796; - } - - .markdown-body .caution>.admonition-title { - color: #d7a796; - } - - .markdown-body .hint>.admonition-title { - color: #96c6d7; - } - - .markdown-body .danger>.admonition-title { - color: #c25f77; - } - - .markdown-body .question>.admonition-title { - color: #96a6d7; - } - - .markdown-body .note>.admonition-title { - color: #d7c896; - } - - .markdown-body .admonition:before, - .markdown-body .attention:before, - .markdown-body .caution:before, - .markdown-body .hint:before, - .markdown-body .danger:before, - .markdown-body .question:before, - .markdown-body .note:before { - font: normal normal 16px fontawesome-mini; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - line-height: 1.5; - color: #333; - position: absolute; - left: 0; - top: 0; - padding-top: 10px; - padding-left: 10px; - } - - .markdown-body .admonition:before { - content: "\f056\00a0"; - color: 333; - } - - .markdown-body .attention:before { - content: "\f058\00a0"; - color: #a6d796; - } - - .markdown-body .caution:before { - content: "\f06a\00a0"; - color: #d7a796; - } - - .markdown-body .hint:before { - content: "\f05a\00a0"; - color: #96c6d7; - } - - .markdown-body .danger:before { - content: "\f057\00a0"; - color: #c25f77; - } - - .markdown-body .question:before { - content: "\f059\00a0"; - color: #96a6d7; - } - - .markdown-body .note:before { - content: "\f040\00a0"; - color: #d7c896; - } - - .markdown-body .admonition::after { - content: normal; - } - - .markdown-body .attention { - border-left: 6px solid #a6d796; - } - - .markdown-body .caution { - border-left: 6px solid #d7a796; - } - - .markdown-body .hint { - border-left: 6px solid #96c6d7; - } - - .markdown-body .danger { - border-left: 6px solid #c25f77; - } - - .markdown-body .question { - border-left: 6px solid #96a6d7; - } - - .markdown-body .note { - border-left: 6px solid #d7c896; - } - - .markdown-body .admonition>*:first-child { - margin-top: 0 !important; - } - - .markdown-body .admonition>*:last-child { - margin-bottom: 0 !important; - } - - /* progress bar*/ - .markdown-body .progress { - display: block; - width: 300px; - margin: 10px 0; - height: 24px; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #ededed; - position: relative; - box-shadow: inset -1px 1px 3px rgba(0, 0, 0, .1); - } - - .markdown-body .progress-label { - position: absolute; - text-align: center; - font-weight: bold; - width: 100%; margin: 0; - line-height: 24px; - color: #333; - text-shadow: 1px 1px 0 #fefefe, -1px -1px 0 #fefefe, -1px 1px 0 #fefefe, 1px -1px 0 #fefefe, 0 1px 0 #fefefe, 0 -1px 0 #fefefe, 1px 0 0 #fefefe, -1px 0 0 #fefefe, 1px 1px 2px #000; - -webkit-font-smoothing: antialiased !important; - white-space: nowrap; - overflow: hidden; - } - - .markdown-body .progress-bar { - height: 24px; - float: left; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #96c6d7; - box-shadow: inset 0 1px 0 rgba(255, 255, 255, .5), inset 0 -1px 0 rgba(0, 0, 0, .1); - background-size: 30px 30px; - background-image: -webkit-linear-gradient( - 135deg, rgba(255, 255, 255, .4) 27%, - transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, - transparent 77%, transparent - ); - background-image: -moz-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -ms-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -o-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="settings">Settings</h1> -<div class="figure"> -<img src="pics/Settings.svg" alt="" /> - -</div> -<h2 id="description">Description</h2> -<p>In the Settings dialog controls general application settings. The settings are saved in the <a href="../fileformat/App.html">settings.json</a> file.</p> -<h2 id="interface-settings">Interface Settings</h2> -<dl> -<dt>Logfile Size Limit [MB]</dt> -<dd>Whenever the <a href="../fileformat/App.html">Log File</a> reaches this size it will be restarted. One backup is always stored as LOG_backup.txt. -</dd> -<dt>File Open Command</dt> -<dd>This command will be used to open CSV Input Files like Driving Cycles (.vdri). See: <a href="http://en.wikipedia.org/wiki/Run_command">Run command<img src="../pics/misc/external-icon%2012x12.png" alt="" /></a><br /> -<strong>Name</strong>: Name of the command as it will be shown in the menu when clicking the <img src="../pics/misc/OpenFile.PNG" alt="" /> button.<br /> -<strong>Command</strong>: The actual command. -</dd> -<dd><p><strong><em>Example</em></strong> <em>: If the command is</em> <strong><em>excel</em></strong> <em>and the file is</em> <strong><em>C:\VECTO\cycle1.vdri</em></strong> <em>then VECTO will run:</em> <strong><em>excel "C:\VECTO\cycle1.vdri"</em></strong></p> -</dd> -</dl> -<h2 id="calculation-settings">Calculation Settings</h2> -<dl> -<dt>Air Density [kg/m³]</dt> -<dd>The Air Density is needed to calculate the air resistance together with the <strong>Drag Coefficient</strong> and the <strong>Cross Sectional Area</strong> (see <a href="VEH-Editor.html">Vehicle Editor</a>). -</dd> -<dt>Fuel Density [kg/l]</dt> -<dd>The Fuel Density is used to calculate the l/km results. -</dd> -<dt>CO<sub>2</sub> -to-Fuel Ratio[-]</dt> -<dd>Mass ratio (kg<sub>CO2</sub> / kg<sub>FC</sub>) used to calculate CO<sub>2</sub> emissions. -</dd> -</dl> -<h2 id="controls">Controls</h2> -<dl> -<dt>Reset All Settings</dt> -<dd>All values in the Settings dialog and Options Tab of the <a href="mainform.html">Main Form</a> will be restored to default values. -</dd> -</dl> -<p><img src="../pics/misc/OK.png" alt="" /> <strong><em>Save and close dialog</em></strong></p> -<p><img src="../pics/misc/Cancel.png" alt="" /> <strong><em>Close without saving</em></strong></p> -</body> -</html> diff --git a/User Manual/GUI/settings.md b/User Manual/GUI/settings.md index 48336c16cd21469f07467e92175398256020b2d5..dd6714f11089398da3971f7e2b938853178f57c1 100644 --- a/User Manual/GUI/settings.md +++ b/User Manual/GUI/settings.md @@ -6,17 +6,17 @@ Settings Description ----------- -In the Settings dialog controls general application settings. The settings are saved in the [settings.json](../fileformat/App.html) file. +In the Settings dialog controls general application settings. The settings are saved in the [settings.json](#application-files) file. Interface Settings ------------------ Logfile Size Limit \[MB\] -: Whenever the [Log File](../fileformat/App.html) reaches this size it will be restarted. One backup is always stored as LOG\_backup.txt. +: Whenever the [Log File](#application-files) reaches this size it will be restarted. One backup is always stored as LOG\_backup.txt. File Open Command -: This command will be used to open CSV Input Files like Driving Cycles (.vdri). See: [Run command](http://en.wikipedia.org/wiki/Run_command)\ -**Name**: Name of the command as it will be shown in the menu when clicking the  button.\ +: This command will be used to open CSV Input Files like Driving Cycles (.vdri). See: [Run command](http://en.wikipedia.org/wiki/Run_command)\ +**Name**: Name of the command as it will be shown in the menu when clicking the  button.\ **Command**: The actual command. : ***Example*** *: If the command is* ***excel*** *and the file is* ***C:\\VECTO\\cycle1.vdri*** *then VECTO will run:* ***excel "C:\\VECTO\\cycle1.vdri"*** @@ -26,7 +26,7 @@ Calculation Settings -------------------- Air Density \[kg/m³\] -: The Air Density is needed to calculate the air resistance together with the **Drag Coefficient** and the **Cross Sectional Area** (see [Vehicle Editor](VEH-Editor.html)). +: The Air Density is needed to calculate the air resistance together with the **Drag Coefficient** and the **Cross Sectional Area** (see [Vehicle Editor](#vehicle-editor)). Fuel Density \[kg/l\] : The Fuel Density is used to calculate the l/km results. @@ -39,8 +39,8 @@ Controls -------- Reset All Settings -: All values in the Settings dialog and Options Tab of the [Main Form](mainform.html) will be restored to default values. +: All values in the Settings dialog and Options Tab of the [Main Form](#main-form) will be restored to default values. - ***Save and close dialog*** + ***Save and close dialog*** - ***Close without saving*** \ No newline at end of file + ***Close without saving*** diff --git a/User Manual/README.txt b/User Manual/README.txt new file mode 100644 index 0000000000000000000000000000000000000000..ee2ed0383601c67339feea933b35b6b27dfd41c0 --- /dev/null +++ b/User Manual/README.txt @@ -0,0 +1,29 @@ +README +====== +In this readme the generation of the user documentation for VECTO is described. + +Requirements +------------ +* pandoc: http://pandoc.org/ + +Structure +--------- +* README.txt: this readme file. +* convert.bat: the script to convert the markdown files into the required formats. +* files.txt: the list of files which should be used (also defines the order). +* fileformat: contains the .md files regarding the input/output files +* general: contains the .md files regarding general concepts +* GUI: contains the .md files regarding the graphical user interface +* pics: contains all pictures +* output: directory for the generated files. + +The documents are written in Markdown (pandoc markdown, Extension: .md). To generate the final documentation execute "convert.bat". The resulting files are stored in the "output"-directory. The included markdown files and their order is defined in the file "files.txt". + +HTML +---- +* katex: javascript framework for formulas +* style.css: stylesheet + + +PDF +--- diff --git a/User Manual/convert.bat b/User Manual/convert.bat index 3c1a1a2416e972767d10fc2355b8f157bdaca14f..3e8c3d3c8c75e4998c9e840e098f1de4b15e357c 100644 --- a/User Manual/convert.bat +++ b/User Manual/convert.bat @@ -1,7 +1,13 @@ -REM for /R "." %%f in (*.md) do pandoc -s -f markdown -t latex "%%f" -o "%%~dpf%%~nf.pdf" -REM for /R "." %%f in (*.md) do pandoc -s -f markdown -t docbook "%%f" -o "%%~dpf%%~nf.db" -for /R "." %%f in (*.md) do pandoc -f markdown --mathjax -t html -H header.txt "%%f" -o "%%~dpf%%~nf.html" -REM for /R "." %%f in (*.md) do pandoc -s -f markdown -t docx "%%f" -o "%%~dpf%%~nf.docx" -REM for /R "." %%f in (*.md) do pandoc -s -f markdown -t asciidoc "%%f" -o "%%~dpf%%~nf.adoc" -REM for /R "." %%f in (*.md) do pandoc -s -f markdown -t latex "%%f" -o "%%~dpf%%~nf.tex" -REM for /R "." %%f in (*.md) do pandoc -s -f markdown -t mediawiki "%%f" -o "%%~dpf%%~nf.mw" \ No newline at end of file +@echo off + +xcopy pics output\html\pics /Y + +setlocal enabledelayedexpansion enableextensions +set LIST= +for /f %%f in (files.txt) do set LIST=!LIST! "%%f" + +pandoc %LIST% -s -S --toc --toc-depth=2 --katex=katex/katex.min.js --katex-stylesheet=katex/katex.min.css -c style.css -o output\html\help.html + +REM pandoc -s -S --toc --toc-depth=2 -N %LIST% -o help.docx +REM pandoc -s -S --toc --toc-depth=2 -N %LIST% -o help.pdf +REM pandoc -s -S --toc --toc-depth=2 -N %LIST% -o help.latex diff --git a/User Manual/fileformat/App.html b/User Manual/fileformat/App.html deleted file mode 100644 index 5647da0fd8162a339ed6082bd77a52338fcadbd3..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/App.html +++ /dev/null @@ -1,1044 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - .markdown-body pre code:before, - .markdown-body pre code:after { - content: normal; - } - - /* Admonition */ - .markdown-body .admonition { - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - position: relative; - border-radius: 3px; - border: 1px solid #e0e0e0; - border-left: 6px solid #333; - padding: 10px 10px 10px 30px; - } - - .markdown-body .admonition table { - color: #333; - } - - .markdown-body .admonition p { - padding: 0; - } - - .markdown-body .admonition-title { - font-weight: bold; - margin: 0; - } - - .markdown-body .admonition>.admonition-title { - color: #333; - } - - .markdown-body .attention>.admonition-title { - color: #a6d796; - } - - .markdown-body .caution>.admonition-title { - color: #d7a796; - } - - .markdown-body .hint>.admonition-title { - color: #96c6d7; - } - - .markdown-body .danger>.admonition-title { - color: #c25f77; - } - - .markdown-body .question>.admonition-title { - color: #96a6d7; - } - - .markdown-body .note>.admonition-title { - color: #d7c896; - } - - .markdown-body .admonition:before, - .markdown-body .attention:before, - .markdown-body .caution:before, - .markdown-body .hint:before, - .markdown-body .danger:before, - .markdown-body .question:before, - .markdown-body .note:before { - font: normal normal 16px fontawesome-mini; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - line-height: 1.5; - color: #333; - position: absolute; - left: 0; - top: 0; - padding-top: 10px; - padding-left: 10px; - } - - .markdown-body .admonition:before { - content: "\f056\00a0"; - color: 333; - } - - .markdown-body .attention:before { - content: "\f058\00a0"; - color: #a6d796; - } - - .markdown-body .caution:before { - content: "\f06a\00a0"; - color: #d7a796; - } - - .markdown-body .hint:before { - content: "\f05a\00a0"; - color: #96c6d7; - } - - .markdown-body .danger:before { - content: "\f057\00a0"; - color: #c25f77; - } - - .markdown-body .question:before { - content: "\f059\00a0"; - color: #96a6d7; - } - - .markdown-body .note:before { - content: "\f040\00a0"; - color: #d7c896; - } - - .markdown-body .admonition::after { - content: normal; - } - - .markdown-body .attention { - border-left: 6px solid #a6d796; - } - - .markdown-body .caution { - border-left: 6px solid #d7a796; - } - - .markdown-body .hint { - border-left: 6px solid #96c6d7; - } - - .markdown-body .danger { - border-left: 6px solid #c25f77; - } - - .markdown-body .question { - border-left: 6px solid #96a6d7; - } - - .markdown-body .note { - border-left: 6px solid #d7c896; - } - - .markdown-body .admonition>*:first-child { - margin-top: 0 !important; - } - - .markdown-body .admonition>*:last-child { - margin-bottom: 0 !important; - } - - /* progress bar*/ - .markdown-body .progress { - display: block; - width: 300px; - margin: 10px 0; - height: 24px; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #ededed; - position: relative; - box-shadow: inset -1px 1px 3px rgba(0, 0, 0, .1); - } - - .markdown-body .progress-label { - position: absolute; - text-align: center; - font-weight: bold; - width: 100%; margin: 0; - line-height: 24px; - color: #333; - text-shadow: 1px 1px 0 #fefefe, -1px -1px 0 #fefefe, -1px 1px 0 #fefefe, 1px -1px 0 #fefefe, 0 1px 0 #fefefe, 0 -1px 0 #fefefe, 1px 0 0 #fefefe, -1px 0 0 #fefefe, 1px 1px 2px #000; - -webkit-font-smoothing: antialiased !important; - white-space: nowrap; - overflow: hidden; - } - - .markdown-body .progress-bar { - height: 24px; - float: left; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #96c6d7; - box-shadow: inset 0 1px 0 rgba(255, 255, 255, .5), inset 0 -1px 0 rgba(0, 0, 0, .1); - background-size: 30px 30px; - background-image: -webkit-linear-gradient( - 135deg, rgba(255, 255, 255, .4) 27%, - transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, - transparent 77%, transparent - ); - background-image: -moz-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -ms-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -o-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="application-files">Application Files</h1> -<p>VECTO uses a numbers of files to save GUI settings and file lists. All files are text-based and can be changed outside of VECTO <strong><em>if VECTO is not running</em></strong>.</p> -<h2 id="settings.json">settings.json</h2> -<p>This file is located in VECTO's <strong>config</strong> folder. Here all parameters of the <a href="../GUI/settings.html">Settings Dialog</a> are saved. The file uses the <a href="http://en.wikipedia.org/wiki/JSON">JSON format</a> <img src="../pics/misc/external-icon%2012x12.png" alt="" />.</p> -<h2 id="job-cycle-lists">Job / Cycle lists</h2> -<p>The job and cycle lists in the <a href="../GUI/mainform.html">Main Form</a> are saved in the <strong>joblist.txt</strong> / <strong>cyclelist.txt</strong> files of the <strong>config</strong> folder.</p> -<p>Both files save the full file paths separated by line breaks. Additionally it is saved whether each file's checkbox is checked or not. "?1" after a file path means the file is checked (otherwise "?0"). However, this information can be omitted in which case the file will be loaded in checked state.</p> -<h2 id="log.txt">LOG.txt</h2> -<p>The tabulator-separated log file saves all messages of the <a href="../GUI/mainform.html">Main Form's Message List</a> and is located in VECTO's program directory. The file is restarted whenever the <a href="../GUI/settings.html">Logfile Size Limit</a> is reached.One backup is always stored as LOG_backup.txt.</p> -<h2 id="license-file">License file</h2> -<p>The license file license.dat is located in VECTO's program directory. Without a valid lisence file VECTO won't run.</p> -<p>It no valid license file is provided with your VECTO version please contact <script type="text/javascript"> -<!-- -h='jrc.ec.europa.eu';a='@';n='vecto';e=n+a+h; -document.write('<a h'+'ref'+'="ma'+'ilto'+':'+e+'" clas'+'s="em' + 'ail">'+e+'<\/'+'a'+'>'); -// --> -</script><noscript>vecto at jrc dot ec dot europa dot eu</noscript>.</p> -</body> -</html> diff --git a/User Manual/fileformat/App.md b/User Manual/fileformat/App.md index 0f839deb4e0fc02f8d17894119a60a78fe519ecf..a6cfb6d0f0d8cb9497c3cf037eb62a402a293ff4 100644 --- a/User Manual/fileformat/App.md +++ b/User Manual/fileformat/App.md @@ -5,17 +5,17 @@ Application Files VECTO uses a numbers of files to save GUI settings and file lists. All files are text-based and can be changed outside of VECTO ***if VECTO is not running***. -settings.json +Settings.json ------------- -This file is located in VECTO's **config** folder. Here all parameters of the [Settings Dialog](../GUI/settings.html) are saved. The file uses the [JSON format](http://en.wikipedia.org/wiki/JSON) -. +This file is located in VECTO's **config** folder. Here all parameters of the [Settings Dialog](#settings) are saved. The file uses the [JSON format](http://en.wikipedia.org/wiki/JSON) +. Job / Cycle lists ----------------- -The job and cycle lists in the [Main Form](../GUI/mainform.html) are saved in the **joblist.txt** / **cyclelist.txt** files of the **config** folder. +The job and cycle lists in the [Main Form](#main-form) are saved in the **joblist.txt** / **cyclelist.txt** files of the **config** folder. Both files save the full file paths separated by line breaks. Additionally it is saved whether each file's checkbox is checked or not. "?1" after a file path means the file is checked (otherwise "?0"). However, this information can be omitted in which case the file will be loaded in checked state. @@ -23,7 +23,7 @@ Both files save the full file paths separated by line breaks. Additionally it i LOG.txt ------- -The tabulator-separated log file saves all messages of the [Main Form's Message List](../GUI/mainform.html) and is located in VECTO's program directory. The file is restarted whenever the [Logfile Size Limit](../GUI/settings.html) is reached.One backup is always stored as LOG\_backup.txt. +The tabulator-separated log file saves all messages of the [Main Form's Message List](#main-form) and is located in VECTO's program directory. The file is restarted whenever the [Logfile Size Limit](#settings) is reached.One backup is always stored as LOG\_backup.txt. License file @@ -31,4 +31,4 @@ License file The license file license.dat is located in VECTO's program directory. Without a valid lisence file VECTO won't run. -It no valid license file is provided with your VECTO version please contact <vecto@jrc.ec.europa.eu>. \ No newline at end of file +It no valid license file is provided with your VECTO version please contact <vecto@jrc.ec.europa.eu>. diff --git a/User Manual/fileformat/VACC.html b/User Manual/fileformat/VACC.html deleted file mode 100644 index e293ff123060b88303afbe22d301703575068808..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VACC.html +++ /dev/null @@ -1,1062 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="acceleration-limiting-input-file-.vacc">Acceleration Limiting Input File (.vacc)</h1> -<p>The file is used for <a href="../general/AccLimit.html">Acceleration Limiting</a>. It defines the acceleration and deceleration limits as function of vehicle speed. The filepath has to be defined in the <a href="../GUI/VECTO-Editor.html">Job File</a>. <img src="../general/pics/AccLimit.png" alt="" /></p> -<h2 id="file-format">File Format</h2> -<p>The file uses the <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Three columns</li> -<li>One header line</li> -<li>At least two lines with numeric values (below file header)</li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>vehicle speed [km/h]</strong></th> -<th align="left"><strong>Max. acceleration [m/s<sup>2</sup>]</strong></th> -<th align="left"><strong>Max. deceleration [m/s<sup>2</sup>]</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VACC.md b/User Manual/fileformat/VACC.md index e9f14e43d41b056f9c1c0104920146bd17f66c71..caaea8127788960072d55a35775d1148d1c5b45b 100644 --- a/User Manual/fileformat/VACC.md +++ b/User Manual/fileformat/VACC.md @@ -1,14 +1,15 @@ Acceleration Limiting Input File (.vacc) ======================================== -The file is used for [Acceleration Limiting](../general/AccLimit.html). It defines the acceleration and deceleration limits as function of -vehicle speed. The filepath has to be defined in the [Job File](../GUI/VECTO-Editor.html). - +The file is used for [Acceleration Limiting](#acceleration-limiting). It defines the acceleration and deceleration limits as function of +vehicle speed. The filepath has to be defined in the [Job File](#job-editor). + + File Format ----------- -The file uses the [VECTO CSV format](index.html). +The file uses the [VECTO CSV format](#user-interface). Format: : - Three columns @@ -20,4 +21,4 @@ Format: | **vehicle speed \[km/h\]** | **Max. acceleration \[m/s^2^\]** | **Max. deceleration \[m/s^2^\]** | | -------------------------- | -------------------------------- | -------------------------------- | | ... | ... | ... | - | ... | ... | ... | \ No newline at end of file + | ... | ... | ... | diff --git a/User Manual/fileformat/VAUX.html b/User Manual/fileformat/VAUX.html deleted file mode 100644 index 1bba4c732f1a7a66ce7530fca2a93ae300857189..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VAUX.html +++ /dev/null @@ -1,1093 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="auxiliary-input-file-.vaux">Auxiliary Input File (.vaux)</h1> -<p>This file is used to configure a single auxiliary. Multiple .vaux files can be defined in the <a href="../GUI/VECTO-Editor.html">Job File</a> via the <a href="../GUI/VECTO-Editor_Aux.html">Auxiliary Dialog</a>.</p> -<p>See <a href="../general/Auxiliaries.html">Auxiliaries</a> for details on how the power demand for each auxiliary is calculated.</p> -<h2 id="file-format">File Format</h2> -<p>The file uses the VECTO CSV format with three additional parameters on top of the efficiency map.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Lines 1,3,5 and 7 are reserved for headers. Theses lines are skipped during file read.</li> -<li>Line 2: <a href="../general/Auxiliaries.html">TransRatio</a> = Speed ratio between auxiliary and engine. [-]</li> -<li>Line 4: <a href="../general/Auxiliaries.html">EffToEng</a> = Efficiency of auxiliary (belt/gear) drive [-]</li> -<li>Line 6: <a href="../general/Auxiliaries.html">EffToSply</a> = Consumer efficiency [-]</li> -<li>Line 8 and following (at least four): <a href="../general/Auxiliaries.html">EffMap</a> = Auxiliary efficiency map.</li> -</ul> -</dd> -</dl> -<p><strong><em>Format:</em></strong></p> -<table> -<tbody> -<tr class="odd"> -<td align="left"><strong>TransRatio [-]</strong></td> -<td align="left"><strong>Max. acceleration [m/s<sup>2</sup>]</strong></td> -<td align="left"><strong>Max. deceleration [m/s<sup>2</sup>]</strong></td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left"></td> -<td align="left"></td> -</tr> -<tr class="odd"> -<td align="left"><strong>EffToEng [-]</strong></td> -<td align="left"></td> -<td align="left"></td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left"></td> -<td align="left"></td> -</tr> -<tr class="odd"> -<td align="left"><strong>EffToSply [-]</strong></td> -<td align="left"></td> -<td align="left"></td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left"></td> -<td align="left"></td> -</tr> -<tr class="odd"> -<td align="left"><strong>Auxiliary speed [1/min]</strong></td> -<td align="left"><strong>Mechanical power [kW]</strong></td> -<td align="left"><strong>Supply power [kW]</strong></td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VAUX.md b/User Manual/fileformat/VAUX.md index 022dfbc54c80a59e21bcfd6d0528ed7d5af90b3a..1d5ddadede804b7a55689ce31602d347a2c78c61 100644 --- a/User Manual/fileformat/VAUX.md +++ b/User Manual/fileformat/VAUX.md @@ -1,9 +1,9 @@ Auxiliary Input File (.vaux) ============================ -This file is used to configure a single auxiliary. Multiple .vaux files can be defined in the [Job File](../GUI/VECTO-Editor.html) via the [Auxiliary Dialog](../GUI/VECTO-Editor_Aux.html). +This file is used to configure a single auxiliary. Multiple .vaux files can be defined in the [Job File](#job-editor) via the [Auxiliary Dialog](#auxiliary-dialog). -See [Auxiliaries](../general/Auxiliaries.html) for details on how the power demand for each auxiliary is calculated. +See [Auxiliaries](#auxiliaries) for details on how the power demand for each auxiliary is calculated. File Format ----------- @@ -12,10 +12,10 @@ The file uses the VECTO CSV format with three additional parameters on top of th Format: : - Lines 1,3,5 and 7 are reserved for headers. Theses lines are skipped during file read. -- Line 2: [TransRatio](../general/Auxiliaries.html) = Speed ratio between auxiliary and engine. \[-\] -- Line 4: [EffToEng](../general/Auxiliaries.html) = Efficiency of auxiliary (belt/gear) drive \[-\] -- Line 6: [EffToSply](../general/Auxiliaries.html) = Consumer efficiency \[-\] -- Line 8 and following (at least four): [EffMap](../general/Auxiliaries.html) = Auxiliary efficiency map. +- Line 2: [TransRatio](#auxiliaries) = Speed ratio between auxiliary and engine. \[-\] +- Line 4: [EffToEng](#auxiliaries) = Efficiency of auxiliary (belt/gear) drive \[-\] +- Line 6: [EffToSply](#auxiliaries) = Consumer efficiency \[-\] +- Line 8 and following (at least four): [EffMap](#auxiliaries) = Auxiliary efficiency map. ***Format:*** @@ -29,4 +29,4 @@ Format: | ... | | | | **Auxiliary speed \[1/min\]** | **Mechanical power \[kW\]** | **Supply power \[kW\]** | | ... | ... | ... | -| ... | ... | ... | \ No newline at end of file +| ... | ... | ... | diff --git a/User Manual/fileformat/VCDB.html b/User Manual/fileformat/VCDB.html deleted file mode 100644 index 3a0f4234146304d3361459afeae6ac50b93638de..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VCDB.html +++ /dev/null @@ -1,1059 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="vair-beta-cross-wind-correction-input-file-.vcdb">Vair & Beta Cross Wind Correction Input File (.vcdb)</h1> -<p>The file is needed for Vair & Beta <a href="../general/cd.html">Cross Wind Correction</a>.</p> -<h2 id="file-format">File Format</h2> -<p>The file uses the VECTO CSV format <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Two columns</li> -<li>One header line</li> -<li>At least two lines with numeric values (below file header)</li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>Beta [°]</strong></th> -<th align="left"><strong>cd Scaling Factor [-]</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VCDB.md b/User Manual/fileformat/VCDB.md index 0684b4d5f9b81f5b1875974738a36e19d946fe74..1649594c809d0d48cbc69e643c628136b1448e6d 100644 --- a/User Manual/fileformat/VCDB.md +++ b/User Manual/fileformat/VCDB.md @@ -1,12 +1,12 @@ Vair & Beta Cross Wind Correction Input File (.vcdb) ==================================================== -The file is needed for Vair & Beta [Cross Wind Correction](../general/cd.html). +The file is needed for Vair & Beta [Cross Wind Correction](#cross-wind-correction). File Format ----------- -The file uses the VECTO CSV format [VECTO CSV format](index.html). +The file uses the VECTO CSV format [VECTO CSV format](#csv-format). Format: : - Two columns @@ -18,4 +18,4 @@ Format: | **Beta \[°\]** | **cd Scaling Factor \[-\]** | | ---------------------------- | ---------------------- | | ... | ... | -| ... | ... | \ No newline at end of file +| ... | ... | diff --git a/User Manual/fileformat/VCDV.html b/User Manual/fileformat/VCDV.html deleted file mode 100644 index afc7fd2ba891c837608f19159afe3e59f21394dc..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VCDV.html +++ /dev/null @@ -1,1059 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="speed-dependent-cross-wind-correction-input-file-.vcdv">Speed Dependent Cross Wind Correction Input File (.vcdv)</h1> -<p>The file is needed for speed dependent <a href="../general/cd.html">Cross Wind Correction</a>.</p> -<h2 id="file-format">File Format</h2> -<p>The file uses the <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Two columns</li> -<li>One header line</li> -<li>At least two lines with numeric values (below file header)</li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>vehicle speed [km/h]</strong></th> -<th align="left"><strong>cd Scaling Factor [-]</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VCDV.md b/User Manual/fileformat/VCDV.md index d5045cd927e2a287ef7b7bb6758a2aad9a5666bf..09e439252e1251f0ccf6867ec105f914e618a543 100644 --- a/User Manual/fileformat/VCDV.md +++ b/User Manual/fileformat/VCDV.md @@ -2,12 +2,12 @@ Speed Dependent Cross Wind Correction Input File (.vcdv) ======================================================== -The file is needed for speed dependent [Cross Wind Correction](../general/cd.html). +The file is needed for speed dependent [Cross Wind Correction](#cross-wind-correction). File Format ------------ -The file uses the [VECTO CSV format](index.html). +The file uses the [VECTO CSV format](#csv-format). Format: : - Two columns @@ -19,4 +19,4 @@ Format: | **vehicle speed [km/h]** | **cd Scaling Factor [-]** | | ------------------------ |---------------------------| | ... | ... | -| ... | ... | \ No newline at end of file +| ... | ... | diff --git a/User Manual/fileformat/VDRI.html b/User Manual/fileformat/VDRI.html deleted file mode 100644 index e0cb089ecfe70d4d553b5234894abcd187bc558a..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VDRI.html +++ /dev/null @@ -1,1451 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="driving-cycle-.vdri">Driving Cycle (.vdri)</h1> -<p>The Driving Cycle defines vehicle speed, road gradient and other parameters either time- or distance-based. It's open format requires Idenfiers to define the content of each column.</p> -<h2 id="important-notes">Important Notes</h2> -<ul> -<li>For distance-based cycles there is a minimum distance-step of 1[m] required. The calculation will abort if larger steps are used.</li> -<li>Time-based cycles can be defined in any given time resolution, including variable time steps. If the time identifier "<t>" is not used the data will be interpreted in 1[s] resolution (1Hz).</li> -</ul> -<h2 id="supported-identifiers">Supported Identifiers</h2> -<table> -<thead> -<tr class="header"> -<th align="left">Identifier</th> -<th align="left">Quantity</th> -<th align="left">Unit</th> -<th align="left">Description</th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left"><s></td> -<td align="left">Distance</td> -<td align="left">[m]</td> -<td align="left">Travelled distance used for distance-based cycles. If <t> is also defined this column will be ignored.</td> -</tr> -<tr class="even"> -<td align="left"><t></td> -<td align="left">Time</td> -<td align="left">[s]</td> -<td align="left">Used for time-based cycles. If neither this nor the distance <s> is defined the data will be interpreted as 1Hz.</td> -</tr> -<tr class="odd"> -<td align="left"><v></td> -<td align="left">Vehicle Speed</td> -<td align="left">[km/h]</td> -<td align="left">Required except for <a href="../general/EngOnlyMode.html">Engine Only Mode</a> calculations.</td> -</tr> -<tr class="even"> -<td align="left"><strong><grad></strong></td> -<td align="left">Road Gradient</td> -<td align="left">[%]</td> -<td align="left">Optional.</td> -</tr> -<tr class="odd"> -<td align="left"><strong><stop></strong></td> -<td align="left">Stopping Time</td> -<td align="left">[s]</td> -<td align="left">Required for distance-based cycles. Not used in time based cycles. <stop> defines the time the vehicle spends in stop phases.</td> -</tr> -<tr class="even"> -<td align="left"><strong><Aux_xxx></strong></td> -<td align="left">Auxiliary Supply Power</td> -<td align="left">[kW]</td> -<td align="left">Supply Power input for each auxiliary defined in the <a href="../GUI/VECTO-Editor.html">.vecto file</a> where xxx matches the ID of the corresponding <a href="../GUI/VECTO-Editor_Aux.html">Auxiliary</a>. ID's are not case sensitive and must not contain space or special characters.</td> -</tr> -<tr class="odd"> -<td align="left"><strong><n></strong></td> -<td align="left">Engine Speed</td> -<td align="left">[rpm]</td> -<td align="left">If <n> is defined VECTO uses that instead of the calculated engine speed value.</td> -</tr> -<tr class="even"> -<td align="left"><strong><gear></strong></td> -<td align="left">Gear</td> -<td align="left">[-]</td> -<td align="left">Gear input. Overwrites the gear shift model.</td> -</tr> -<tr class="odd"> -<td align="left"><strong><Padd></strong></td> -<td align="left">Additional Aux Power Demand</td> -<td align="left">[kW]</td> -<td align="left">This power input will be directly added to the engine power in addition to possible other auxiliaries. Also used in <a href="../general/EngOnlyMode.html">Engine Only Mode</a>.</td> -</tr> -<tr class="even"> -<td align="left"><strong><vair_res></strong></td> -<td align="left">Air speed relative to vehicle</td> -<td align="left">[km/h]</td> -<td align="left">Only required if <a href="../general/cd.html"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair & Beta Input</strong>.</td> -</tr> -<tr class="odd"> -<td align="left"><strong><vair_beta></strong></td> -<td align="left">Wind Yaw Angle</td> -<td align="left">[°]</td> -<td align="left">Only required if <a href="../general/cd.html"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair & Beta Input</strong>.</td> -</tr> -<tr class="even"> -<td align="left"><strong><Pe></strong></td> -<td align="left">Engine power</td> -<td align="left">[kW]</td> -<td align="left">Effective engine power at clutch. Only required in <a href="../general/EngOnlyMode.html">Engine Only Mode</a>. Alternatively torque <Me> can be defined. Use <strong><DRAG></strong> to define motoring operation.</td> -</tr> -<tr class="odd"> -<td align="left"><strong><Pwheel></strong></td> -<td align="left">Power at wheels</td> -<td align="left">[kW]</td> -<td align="left">Overwrites power calculation. Requires Gear and Engine Speed input.</td> -</tr> -</tbody> -</table> -<h2 id="examples">Examples</h2> -<p>The demo data provided with VECTO contains several .vdri files that may be used as template.</p> -<p><strong>Example 1:</strong> Distance-based cycle with <strong>Road Gradient</strong> and two <strong>Auxiliaries</strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><s></th> -<th align="left"><v></th> -<th align="left"><grad></th> -<th align="left"><stop></th> -<th align="left"><Aux_Alt></th> -<th align="left"><Aux_Demo></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">0</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="even"> -<td align="left">1</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="odd"> -<td align="left">2</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="even"> -<td align="left">3</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="odd"> -<td align="left">4</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="even"> -<td align="left">5</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="odd"> -<td align="left">6</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="even"> -<td align="left">7</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="odd"> -<td align="left">8</td> -<td align="left">60</td> -<td align="left">2.95016969</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="even"> -<td align="left">9</td> -<td align="left">60</td> -<td align="left">3.06801369</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="odd"> -<td align="left">10</td> -<td align="left">60</td> -<td align="left">3.06801369</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="even"> -<td align="left">11</td> -<td align="left">60</td> -<td align="left">3.06801369</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="odd"> -<td align="left">12</td> -<td align="left">60</td> -<td align="left">3.06801369</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -<tr class="even"> -<td align="left">13</td> -<td align="left">60</td> -<td align="left">3.06801369</td> -<td align="left">0</td> -<td align="left">0.5</td> -<td align="left">4.752</td> -</tr> -</tbody> -</table> -<p><strong>Example 2:</strong> Time-based cycle with Engine Speed, <strong>Vair & Beta Input</strong>, one <strong>Auxiliary</strong> and <strong>Additional Aux Demand</strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><t></th> -<th align="left"><v></th> -<th align="left"><grad></th> -<th align="left"><n></th> -<th align="left"><vair_res></th> -<th align="left"><vair_beta></th> -<th align="left"><Aux_Alt></th> -<th align="left"><Padd></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">1</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">594</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.532</td> -<td align="left">2.007686806</td> -</tr> -<tr class="even"> -<td align="left">2</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">602.25</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.588</td> -<td align="left">3.222867975</td> -</tr> -<tr class="odd"> -<td align="left">3</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">600</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.644</td> -<td align="left">3.215345965</td> -</tr> -<tr class="even"> -<td align="left">4</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">598</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.728</td> -<td align="left">3.208650609</td> -</tr> -<tr class="odd"> -<td align="left">5</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">595.25</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.644</td> -<td align="left">3.199146758</td> -</tr> -<tr class="even"> -<td align="left">6</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">602.5</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.588</td> -<td align="left">2.050366424</td> -</tr> -<tr class="odd"> -<td align="left">7</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">599.25</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.588</td> -<td align="left">3.212783873</td> -</tr> -<tr class="even"> -<td align="left">8</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">598</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.644</td> -<td align="left">3.208568475</td> -</tr> -<tr class="odd"> -<td align="left">9</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">595.75</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.504</td> -<td align="left">3.201815003</td> -</tr> -<tr class="even"> -<td align="left">10</td> -<td align="left">0.3112</td> -<td align="left">0</td> -<td align="left">983.75</td> -<td align="left">0</td> -<td align="left">0</td> -<td align="left">0.476</td> -<td align="left">4.532197507</td> -</tr> -<tr class="odd"> -<td align="left">11</td> -<td align="left">5.2782</td> -<td align="left">-0.041207832</td> -<td align="left">723.75</td> -<td align="left">8.532</td> -<td align="left">0</td> -<td align="left">0.42</td> -<td align="left">2.453370264</td> -</tr> -<tr class="even"> -<td align="left">12</td> -<td align="left">10.5768</td> -<td align="left">-0.049730127</td> -<td align="left">1223.25</td> -<td align="left">12.024</td> -<td align="left">34</td> -<td align="left">0.476</td> -<td align="left">3.520827362</td> -</tr> -<tr class="odd"> -<td align="left">13</td> -<td align="left">15.66795</td> -<td align="left">-0.05296987</td> -<td align="left">1737.25</td> -<td align="left">14.472</td> -<td align="left">28</td> -<td align="left">0.504</td> -<td align="left">4.880874189</td> -</tr> -<tr class="even"> -<td align="left">14</td> -<td align="left">20.80995</td> -<td align="left">-0.05715414</td> -<td align="left">2238.25</td> -<td align="left">21.312</td> -<td align="left">21</td> -<td align="left">0.476</td> -<td align="left">6.648425375</td> -</tr> -<tr class="odd"> -<td align="left">15</td> -<td align="left">24.1622</td> -<td align="left">-0.059104326</td> -<td align="left">2428.5</td> -<td align="left">21.42</td> -<td align="left">5</td> -<td align="left">0.476</td> -<td align="left">7.393337294</td> -</tr> -<tr class="even"> -<td align="left">16</td> -<td align="left">26.56975</td> -<td align="left">-0.057649533</td> -<td align="left">1709.25</td> -<td align="left">22.5</td> -<td align="left">-8</td> -<td align="left">0.476</td> -<td align="left">4.999156225</td> -</tr> -<tr class="odd"> -<td align="left">17</td> -<td align="left">31.6701</td> -<td align="left">-0.056915608</td> -<td align="left">1966.75</td> -<td align="left">32.22</td> -<td align="left">-11</td> -<td align="left">0.504</td> -<td align="left">5.889710204</td> -</tr> -<tr class="even"> -<td align="left">18</td> -<td align="left">36.98445</td> -<td align="left">-0.06826105</td> -<td align="left">2250</td> -<td align="left">38.232</td> -<td align="left">-5</td> -<td align="left">0.504</td> -<td align="left">6.917938049</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VDRI.md b/User Manual/fileformat/VDRI.md index 510dd55ee4862ec8751497b378d0ea9bb7723230..786264014658135e7aac7693fb357dfaed0e3ebe 100644 --- a/User Manual/fileformat/VDRI.md +++ b/User Manual/fileformat/VDRI.md @@ -7,26 +7,27 @@ Important Notes --------------- - For distance-based cycles there is a minimum distance-step of 1[m] required. The calculation will abort if larger steps are used. -- Time-based cycles can be defined in any given time resolution, including variable time steps. If the time identifier "<t>" is not used the data will be interpreted in 1[s] resolution (1Hz). +- Time-based cycles can be defined in any given time resolution, including variable time steps. If the time identifier "\<t\>" is not used the data will be interpreted in 1[s] resolution (1Hz). Supported Identifiers --------------------- | Identifier | Quantity | Unit | Description | ---------- | -------- | ------ | ------------------------------------------------ -| \<s\> | Distance | [m] | Travelled distance used for distance-based cycles. If \<t\> is also defined this column will be ignored. -| \<t\> | Time | [s] | Used for time-based cycles. If neither this nor the distance \<s\> is defined the data will be interpreted as 1Hz. -| \<v\> | Vehicle Speed | [km/h] | Required except for [Engine Only Mode](../general/EngOnlyMode.html) calculations. +| **\<s\>** | Distance | [m] | Travelled distance used for distance-based cycles. If \<t\> is also defined this column will be ignored. +| **\<t\>** | Time | [s] | Used for time-based cycles. If neither this nor the distance \<s\> is defined the data will be interpreted as 1Hz. +| **\<v\>** | Vehicle Speed | [km/h] | Required except for [Engine Only Mode](#engine-only-mode) and [P~wheel~-Input](#pwheel-input-sico-mode) calculations. | **\<grad\>** | Road Gradient | \[%\] | Optional. | **\<stop\>** | Stopping Time | \[s\] | Required for distance-based cycles. Not used in time based cycles. \<stop\> defines the time the vehicle spends in stop phases. -| **\<Aux_xxx\>** | Auxiliary Supply Power | \[kW\] | Supply Power input for each auxiliary defined in the [.vecto file](../GUI/VECTO-Editor.html) where xxx matches the ID of the corresponding [Auxiliary](../GUI/VECTO-Editor_Aux.html). ID's are not case sensitive and must not contain space or special characters. +| **\<Aux_xxx\>** | Auxiliary Supply Power | \[kW\] | Supply Power input for each auxiliary defined in the [.vecto file](#job-editor) where xxx matches the ID of the corresponding [Auxiliary](#auxiliary-dialog). ID's are not case sensitive and must not contain space or special characters. | **\<n\>** | Engine Speed | \[rpm\] | If \<n\> is defined VECTO uses that instead of the calculated engine speed value. | **\<gear\>** | Gear | \[-\] | Gear input. Overwrites the gear shift model. -| **\<Padd\>** | Additional Aux Power Demand | \[kW\] | This power input will be directly added to the engine power in addition to possible other auxiliaries. Also used in [Engine Only Mode](../general/EngOnlyMode.html). -| **\<vair_res\>** | Air speed relative to vehicle | \[km/h\] | Only required if [**Cross Wind Correction**](../general/cd.html) is set to **Vair & Beta Input**. -| **\<vair_beta\>** | Wind Yaw Angle | \[°\] | Only required if [**Cross Wind Correction**](../general/cd.html) is set to **Vair & Beta Input**. -| **\<Pe\>** | Engine power | \[kW\] | Effective engine power at clutch. Only required in [Engine Only Mode](../general/EngOnlyMode.html). Alternatively torque <Me> can be defined. Use **\<DRAG>** to define motoring operation. -| **\<Pwheel\>** | Power at wheels | \[kW\] | Overwrites power calculation. Requires Gear and Engine Speed input. +| **\<Padd\>** | Additional Aux Power Demand | \[kW\] | This power input will be directly added to the engine power in addition to possible other auxiliaries. Also used in [Engine Only Mode](#engine-only-mode). +| **\<vair_res\>** | Air speed relative to vehicle | \[km/h\] | Only required if [**Cross Wind Correction**](#cross-wind-correction) is set to **Vair & Beta Input**. +| **\<vair_beta\>** | Wind Yaw Angle | \[°\] | Only required if [**Cross Wind Correction**](#cross-wind-correction) is set to **Vair & Beta Input**. +| **\<Pe\>** | Engine power | \[kW\] | Effective engine power at clutch. Only required in [Engine Only Mode](#engine-only-mode). Alternatively torque <Me> can be defined. Use **\<DRAG>** to define motoring operation. +| **\<Me\>** | Engine torque | \[Nm\] | Effective engine torque at clutch. Only required in [Engine Only Mode](#engine-only-mode). Alternatively power <Pe> can be defined. Use **\<DRAG\>** to define motoring operation. +| **\<Pwheel\>** | Power at wheels | \[kW\] | Overwrites power calculation. Requires Gear and Engine Speed input.Cycle must be time based. Examples -------- @@ -77,5 +78,3 @@ The demo data provided with VECTO contains several .vdri files that may be used |16|26.56975|-0.057649533|1709.25 | 22.5 | -8 |0.476 |4.999156225 |17|31.6701 |-0.056915608|1966.75 | 32.22 | -11 |0.504 |5.889710204 |18|36.98445|-0.06826105 |2250 | 38.232| -5 |0.504 |6.917938049 - - diff --git a/User Manual/fileformat/VFLD.html b/User Manual/fileformat/VFLD.html deleted file mode 100644 index dc34fd0f597f71622fa92d4ddba85e2b17883d96..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VFLD.html +++ /dev/null @@ -1,1065 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - @font-face { - font-family: octicons-anchor; - src: url(data:font/woff;charset=utf-8;base64,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) format('woff'); - } - - .markdown-body { - font-family: sans-serif; - -ms-text-size-adjust: 100%; - -webkit-text-size-adjust: 100%; - color: #333333; - overflow: hidden; - font-family: "Helvetica Neue", Helvetica, "Segoe UI", Arial, freesans, sans-serif; - font-size: 16px; - line-height: 1.6; - word-wrap: break-word; - } - - .markdown-body a { - background: transparent; - } - - .markdown-body a:active, - .markdown-body a:hover { - outline: 0; - } - - .markdown-body b, - .markdown-body strong { - font-weight: bold; - } - - .markdown-body mark { - background: #ff0; - color: #000; - font-style: italic; - font-weight: bold; - } - - .markdown-body sub, - .markdown-body sup { - font-size: 75%; - line-height: 0; - position: relative; - vertical-align: baseline; - } - .markdown-body sup { - top: -0.5em; - } - .markdown-body sub { - bottom: -0.25em; - } - - .markdown-body h1 { - font-size: 2em; - margin: 0.67em 0; - } - - .markdown-body img { - border: 0; - } - - .markdown-body hr { - -moz-box-sizing: content-box; - box-sizing: content-box; - height: 0; - } - - .markdown-body pre { - overflow: auto; - } - - .markdown-body code, - .markdown-body kbd, - .markdown-body pre, - .markdown-body samp { - font-family: monospace, monospace; - font-size: 1em; - } - - .markdown-body input { - color: inherit; - font: inherit; - margin: 0; - } - - .markdown-body html input[disabled] { - cursor: default; - } - - .markdown-body input { - line-height: normal; - } - - .markdown-body input[type="checkbox"] { - box-sizing: border-box; - padding: 0; - } - - .markdown-body table { - border-collapse: collapse; - border-spacing: 0; - } - - .markdown-body td, - .markdown-body th { - padding: 0; - } - - .markdown-body .codehilitetable { - border: 0; - border-spacing: 0; - } - - .markdown-body .codehilitetable tr { - border: 0; - } - - .markdown-body .codehilitetable pre, - .markdown-body .codehilitetable div.codehilite { - margin: 0; - } - - .markdown-body .linenos, - .markdown-body .code, - .markdown-body .codehilitetable td { - border: 0; - padding: 0; - } - - .markdown-body td:not(.linenos) .linenodiv { - padding: 0 !important; - } - - .markdown-body .code { - width: 100%; - } - - .markdown-body .linenos div pre, - .markdown-body .linenodiv pre, - .markdown-body .linenodiv { - border: 0; - -webkit-border-radius: 0; - -moz-border-radius: 0; - border-radius: 0; - -webkit-border-top-left-radius: 3px; - -webkit-border-bottom-left-radius: 3px; - -moz-border-radius-topleft: 3px; - -moz-border-radius-bottomleft: 3px; - border-top-left-radius: 3px; - border-bottom-left-radius: 3px; - } - - .markdown-body .code div pre, - .markdown-body .code div { - border: 0; - -webkit-border-radius: 0; - -moz-border-radius: 0; - border-radius: 0; - -webkit-border-top-right-radius: 3px; - -webkit-border-bottom-right-radius: 3px; - -moz-border-radius-topright: 3px; - -moz-border-radius-bottomright: 3px; - border-top-right-radius: 3px; - border-bottom-right-radius: 3px; - } - - .markdown-body * { - -moz-box-sizing: border-box; - box-sizing: border-box; - } - - .markdown-body input { - font: 13px Helvetica, arial, freesans, clean, sans-serif, "Segoe UI Emoji", "Segoe UI Symbol"; - line-height: 1.4; - } - - .markdown-body a { - color: #4183c4; - text-decoration: none; - } - - .markdown-body a:hover, - .markdown-body a:focus, - .markdown-body a:active { - text-decoration: underline; - } - - .markdown-body hr { - height: 0; - margin: 15px 0; - overflow: hidden; - background: transparent; - border: 0; - border-bottom: 1px solid #ddd; - } - - .markdown-body hr:before, - .markdown-body hr:after { - display: table; - content: " "; - } - - .markdown-body hr:after { - clear: both; - } - - .markdown-body h1, - .markdown-body h2, - .markdown-body h3, - .markdown-body h4, - .markdown-body h5, - .markdown-body h6 { - margin-top: 15px; - margin-bottom: 15px; - line-height: 1.1; - } - - .markdown-body h1 { - font-size: 30px; - } - - .markdown-body h2 { - font-size: 21px; - } - - .markdown-body h3 { - font-size: 16px; - } - - .markdown-body h4 { - font-size: 14px; - } - - .markdown-body h5 { - font-size: 12px; - } - - .markdown-body h6 { - font-size: 11px; - } - - .markdown-body blockquote { - margin: 0; - } - - .markdown-body ul, - .markdown-body ol { - padding: 0; - margin-top: 0; - margin-bottom: 0; - } - - .markdown-body ol ol, - .markdown-body ul ol { - list-style-type: lower-roman; - } - - .markdown-body ul ul ol, - .markdown-body ul ol ol, - .markdown-body ol ul ol, - .markdown-body ol ol ol { - list-style-type: lower-alpha; - } - - .markdown-body dd { - margin-left: 0; - } - - .markdown-body code, - .markdown-body pre, - .markdown-body samp { - font-family: Consolas, "Liberation Mono", Menlo, Courier, monospace; - font-size: 12px; - } - - .markdown-body pre { - margin-top: 0; - margin-bottom: 0; - } - - .markdown-body kbd { - background-color: #e7e7e7; - background-image: -moz-linear-gradient(#fefefe, #e7e7e7); - background-image: -webkit-linear-gradient(#fefefe, #e7e7e7); - background-image: linear-gradient(#fefefe, #e7e7e7); - background-repeat: repeat-x; - border-radius: 2px; - border: 1px solid #cfcfcf; - color: #000; - padding: 3px 5px; - line-height: 10px; - font: 11px Consolas, "Liberation Mono", Menlo, Courier, monospace; - display: inline-block; - } - - .markdown-body>*:first-child { - margin-top: 0 !important; - } - - .markdown-body>*:last-child { - margin-bottom: 0 !important; - } - - .markdown-body .headeranchor-link { - position: absolute; - top: 0; - bottom: 0; - left: 0; - display: block; - padding-right: 6px; - padding-left: 30px; - margin-left: -30px; - } - - .markdown-body .headeranchor-link:focus { - outline: none; - } - - .markdown-body h1, - .markdown-body h2, - .markdown-body h3, - .markdown-body h4, - .markdown-body h5, - .markdown-body h6 { - position: relative; - margin-top: 1em; - margin-bottom: 16px; - font-weight: bold; - line-height: 1.4; - } - - .markdown-body h1 .headeranchor, - .markdown-body h2 .headeranchor, - .markdown-body h3 .headeranchor, - .markdown-body h4 .headeranchor, - .markdown-body h5 .headeranchor, - .markdown-body h6 .headeranchor { - display: none; 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- color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="full-load-and-drag-curves-.vfld">Full Load and Drag Curves (.vfld)</h1> -<p>This file contains the full load and drag curves and the PT1 values for the <a href="../general/PT1.html">transient full load calculation</a>.</p> -<h2 id="file-format">File Format</h2> -<p>The file uses the <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Four columns</li> -<li>One header line</li> -<li>At least two lines with numeric values (below file header)</li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>engine speed [1/min]</strong></th> -<th align="left"><strong>full load torque [Nm]</strong></th> -<th align="left"><strong>motoring torque [Nm]</strong></th> -<th align="left"><strong>PT1 time constant [s]</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VFLD.md b/User Manual/fileformat/VFLD.md index 205a825082fc62f241196ce6114ca10ef81cd087..48c25eede9c4b7bf293890ed4c9071c42400624f 100644 --- a/User Manual/fileformat/VFLD.md +++ b/User Manual/fileformat/VFLD.md @@ -1,12 +1,12 @@ Full Load and Drag Curves (.vfld) ================================= -This file contains the full load and drag curves and the PT1 values for the [transient full load calculation](../general/PT1.html). +This file contains the full load and drag curves and the PT1 values for the [transient full load calculation](#transient-full-load). File Format ----------- -The file uses the [VECTO CSV format](index.html). +The file uses the [VECTO CSV format](#csv-format). Format: : - Four columns @@ -18,4 +18,4 @@ Format: | **engine speed [1/min]** | **full load torque [Nm]** | **motoring torque [Nm]** | **PT1 time constant [s]** | | ------------------------ | ------------------------- | ------------------------ |---------------------------| | ... | ... | ... | ... | -| ... | ... | ... | ... | \ No newline at end of file +| ... | ... | ... | ... | diff --git a/User Manual/fileformat/VGBS.html b/User Manual/fileformat/VGBS.html deleted file mode 100644 index 4f6a60deb7894b9684c179b810e4e57f2b89cd58..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VGBS.html +++ /dev/null @@ -1,1066 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="shift-polygons-input-file-.vgbs">Shift Polygons Input File (.vgbs)</h1> -<p>Defines up- and down-shift curves. See <a href="../general/Shift.html">Gear Shift Model</a> for details.</p> -<div class="figure"> -<img src="../general/pics/Shift.svg" alt="" /> - -</div> -<h2 id="file-format">File Format</h2> -<p>The file uses the <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Three columns</li> -<li>One header line</li> -<li>At least two lines with numeric values (below file header)</li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>Engine Torque [Nm]</strong></th> -<th align="left"><strong>Downshift rpm [1/min]</strong></th> -<th align="left"><strong>Upshift rpm [1/min]</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VGBS.md b/User Manual/fileformat/VGBS.md index 67002a298429f5e39186952e5a780ba906f5d0e4..155a796dee91daf5f715a6e8ea4f874ec63c4e02 100644 --- a/User Manual/fileformat/VGBS.md +++ b/User Manual/fileformat/VGBS.md @@ -1,14 +1,14 @@ Shift Polygons Input File (.vgbs) ================================= -Defines up- and down-shift curves. See [Gear Shift Model](../general/Shift.html) for details. +Defines up- and down-shift curves. See [Gear Shift Model](#gear-shift-model) for details. - + File Format ----------- -The file uses the [VECTO CSV format](index.html). +The file uses the [VECTO CSV format](#csv-format). Format: : - Three columns @@ -20,4 +20,4 @@ Format: | **Engine Torque [Nm]** | **Downshift rpm [1/min]** | **Upshift rpm [1/min]** | | ---------------------- | ------------------------- | ----------------------- | | ... | ... | ... | -| ... | ... | ... | \ No newline at end of file +| ... | ... | ... | diff --git a/User Manual/fileformat/VMAP.html b/User Manual/fileformat/VMAP.html deleted file mode 100644 index ba6feedcd5ae81cf8b635ad30f1f584ccab0841a..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VMAP.html +++ /dev/null @@ -1,1073 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="fuel-consumption-map-.vmap">Fuel Consumption Map (.vmap)</h1> -<p>The FC map is used to interpolate the base fuel consumption before corrections are applied. For details see <a href="../general/FC.html">Fuel Consumption Calculation</a>.</p> -<h2 id="file-format">File Format</h2> -<p>The file uses the <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Three columns</li> -<li>One header line</li> -<li>At least four lines with numeric values (below file header)</li> -<li>The map must cover the full engine range between full load and motoring curve. <strong>Extrapolation is not possible!</strong></li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>engine speed [1/min]</strong></th> -<th align="left"><strong>engine torque [Nm]</strong></th> -<th align="left"><strong>Fuel Consumption [g/h]</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VMAP.md b/User Manual/fileformat/VMAP.md index 9ce993ccd50efbce1488da06623f6a85bef255ed..f2aed6136f85ed1c72790f73e21d0da0f3e98341 100644 --- a/User Manual/fileformat/VMAP.md +++ b/User Manual/fileformat/VMAP.md @@ -1,12 +1,12 @@ Fuel Consumption Map (.vmap) ============================ -The FC map is used to interpolate the base fuel consumption before corrections are applied. For details see [Fuel Consumption Calculation](../general/FC.html). +The FC map is used to interpolate the base fuel consumption before corrections are applied. For details see [Fuel Consumption Calculation](#fuel-consumption-calculation). File Format ----------- -The file uses the [VECTO CSV format](index.html). +The file uses the [VECTO CSV format](#csv-format). Format: : - Three columns @@ -21,4 +21,4 @@ Format: | ... | ... | ... | | ... | ... | ... | | ... | ... | ... | -| ... | ... | ... | \ No newline at end of file +| ... | ... | ... | diff --git a/User Manual/fileformat/VMOD.html b/User Manual/fileformat/VMOD.html deleted file mode 100644 index a6d17ccc199415522c82bc0cbdf40f246b27c753..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VMOD.html +++ /dev/null @@ -1,1221 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; - } - - body .markdown-body - { - padding: 30px; 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- color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="modal-results-.vmod">Modal Results (.vmod)</h1> -<p>Modal results are only created if enabled in the <a href="../GUI/mainform.html">Options</a> tab. One file is created for each calculation and stored in the same directory as the .vecto file.</p> -<p><strong><em>Quantities:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>Name</strong></th> -<th align="left"><strong>Unit</strong></th> -<th align="left"><strong>Description</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">time</td> -<td align="left">[s]</td> -<td align="left">Time step.</td> -</tr> -<tr class="even"> -<td align="left">dist</td> -<td align="left">[km]</td> -<td align="left">Travelled distance.</td> -</tr> -<tr class="odd"> -<td align="left">v_act</td> -<td align="left">[km/h]</td> -<td align="left">Actual vehicle speed.</td> -</tr> -<tr class="even"> -<td align="left">v_targ</td> -<td align="left">[km/h]</td> -<td align="left">Target vehicle speed.</td> -</tr> -<tr class="odd"> -<td align="left">acc</td> -<td align="left">[m/s²]</td> -<td align="left">Vehicle acceleration.</td> -</tr> -<tr class="even"> -<td align="left">grad</td> -<td align="left">[%]</td> -<td align="left">Road gradient.</td> -</tr> -<tr class="odd"> -<td align="left">n</td> -<td align="left">[1/min]</td> -<td align="left">Engine speed.</td> -</tr> -<tr class="even"> -<td align="left">Tq_eng</td> -<td align="left">[Nm]</td> -<td align="left">Engine torque.</td> -</tr> -<tr class="odd"> -<td align="left">Tq_clutch</td> -<td align="left">[Nm]</td> -<td align="left">Torque at clutch (before clutch, engine-side)</td> -</tr> -<tr class="even"> -<td align="left">Tq_full</td> -<td align="left">[Nm]</td> -<td align="left">Full load torque</td> -</tr> -<tr class="odd"> -<td align="left">Tq_drag</td> -<td align="left">[Nm]</td> -<td align="left">Motoring torque</td> -</tr> -<tr class="even"> -<td align="left">Pe_eng</td> -<td align="left">[kW]</td> -<td align="left">Engine power.</td> -</tr> -<tr class="odd"> -<td align="left">Pe_full</td> -<td align="left">[kW]</td> -<td align="left">Engine full load power.</td> -</tr> -<tr class="even"> -<td align="left">Pe_drag</td> -<td align="left">[kW]</td> -<td align="left">Engine drag power.</td> -</tr> -<tr class="odd"> -<td align="left">Pe_clutch</td> -<td align="left">[kW]</td> -<td align="left">Engine power at clutch (equals <strong>Pe</strong> minus loss due to rotational inertia <strong>Pa Eng</strong>).</td> -</tr> -<tr class="even"> -<td align="left">Gear</td> -<td align="left">[-]</td> -<td align="left">Gear. "0" = clutch opened / neutral. "0.5" = lock-up clutch is open (AT with torque converter only, see <a href="../GUI/GBX-Editor.html">Gearbox</a>)</td> -</tr> -<tr class="odd"> -<td align="left">Ploss GB</td> -<td align="left">[kW]</td> -<td align="left">Gearbox losses.</td> -</tr> -<tr class="even"> -<td align="left">Ploss Diff</td> -<td align="left">[kW]</td> -<td align="left">Losses in differential / axle transmission.</td> -</tr> -<tr class="odd"> -<td align="left">Ploss Retrader</td> -<td align="left">[kW]</td> -<td align="left">Retarder losses.</td> -</tr> -<tr class="even"> -<td align="left">Pa Eng</td> -<td align="left">[kW]</td> -<td align="left">Rotational acceleration power: Engine.</td> -</tr> -<tr class="odd"> -<td align="left">Pa GB</td> -<td align="left">[kW]</td> -<td align="left">Rotational acceleration power: Gearbox.</td> -</tr> -<tr class="even"> -<td align="left">Pa Veh</td> -<td align="left">[kW]</td> -<td align="left">Vehicle acceleration power.</td> -</tr> -<tr class="odd"> -<td align="left">Proll</td> -<td align="left">[kW]</td> -<td align="left">Rolling resistance power demand.</td> -</tr> -<tr class="even"> -<td align="left">Pair</td> -<td align="left">[kW]</td> -<td align="left">Air resistance power demand.</td> -</tr> -<tr class="odd"> -<td align="left">Pgrad</td> -<td align="left">[kW]</td> -<td align="left">Power demand due to road gradient.</td> -</tr> -<tr class="even"> -<td align="left">Paux</td> -<td align="left">[kW]</td> -<td align="left">Total auxiliary power demand.</td> -</tr> -<tr class="odd"> -<td align="left">Pwheel</td> -<td align="left">[kW]</td> -<td align="left">Total power demand at wheel = sum of rolling, air, acceleration and road gradient resistance.</td> -</tr> -<tr class="even"> -<td align="left">Pbrake</td> -<td align="left">[kW]</td> -<td align="left">Brake power. Drag power is included in <strong>Pe</strong>.</td> -</tr> -<tr class="odd"> -<td align="left">Paux_xxx</td> -<td align="left">[kW]</td> -<td align="left">Power demand of Auxiliary with ID xxx. See also <a href="../GUI/VECTO-Editor_Aux.html">Aux Dialog</a> and <a href="../GUI/VDRI.html">Driving Cycle</a>.</td> -</tr> -<tr class="even"> -<td align="left">FC</td> -<td align="left">[g/h]</td> -<td align="left">Fuel consumption from FC map..</td> -</tr> -<tr class="odd"> -<td align="left">FC-AUXc</td> -<td align="left">[g/h]</td> -<td align="left">Fuel consumption after <a href="../general/FC.html">Auxiliary-Start/Stop Correction</a>. (Based on FC.)</td> -</tr> -<tr class="even"> -<td align="left">FC-WHTCc</td> -<td align="left">[g/h]</td> -<td align="left">Fuel consumption after <a href="../general/FC.html">WHTC Correction</a>. (Based on FC-AUXc.)</td> -</tr> -<tr class="odd"> -<td align="left">TCv</td> -<td align="left">[-]</td> -<td align="left">Torque converter speed ratio</td> -</tr> -<tr class="even"> -<td align="left">TCµ</td> -<td align="left">[-]</td> -<td align="left">Torque converter torque ratio</td> -</tr> -<tr class="odd"> -<td align="left">TC_M_Out</td> -<td align="left">[Nm]</td> -<td align="left">Torque converter output torque</td> -</tr> -<tr class="even"> -<td align="left">TC_n_Out</td> -<td align="left">[1/min]</td> -<td align="left">Torque converter output speed</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VMOD.md b/User Manual/fileformat/VMOD.md index c75d63304f01002e04b8e9a816a3084e99aae379..44b7874b533dddb11801dcd32664cb1089f95cf3 100644 --- a/User Manual/fileformat/VMOD.md +++ b/User Manual/fileformat/VMOD.md @@ -1,7 +1,7 @@ Modal Results (.vmod) ===================== -Modal results are only created if enabled in the [Options](../GUI/mainform.html) tab. One file is created for each calculation and stored in the same directory as the .vecto file. +Modal results are only created if enabled in the [Options](#main-form) tab. One file is created for each calculation and stored in the same directory as the .vecto file. ***Quantities:*** @@ -22,7 +22,7 @@ Modal results are only created if enabled in the [Options](../GUI/mainform.html) | Pe_full | [kW] | Engine full load power. | | Pe_drag | [kW] | Engine drag power. | | Pe_clutch | [kW] | Engine power at clutch (equals **Pe** minus loss due to rotational inertia **Pa Eng**). | -| Gear | [-] | Gear. "0" = clutch opened / neutral. "0.5" = lock-up clutch is open (AT with torque converter only, see [Gearbox](../GUI/GBX-Editor.html)) | +| Gear | [-] | Gear. "0" = clutch opened / neutral.| | Ploss GB | [kW] | Gearbox losses. | | Ploss Diff | [kW] | Losses in differential / axle transmission. | | Ploss Retrader | [kW] | Retarder losses. | @@ -35,11 +35,11 @@ Modal results are only created if enabled in the [Options](../GUI/mainform.html) | Paux | [kW] | Total auxiliary power demand. | | Pwheel | [kW] | Total power demand at wheel = sum of rolling, air, acceleration and road gradient resistance. | | Pbrake | [kW] | Brake power. Drag power is included in **Pe**. | -| Paux_xxx | [kW] | Power demand of Auxiliary with ID xxx. See also [Aux Dialog](../GUI/VECTO-Editor_Aux.html) and [Driving Cycle](../GUI/VDRI.html). | -| FC | [g/h] | Fuel consumption from FC map.. | -| FC-AUXc | [g/h] | Fuel consumption after [Auxiliary-Start/Stop Correction](../general/FC.html). (Based on FC.) | -| FC-WHTCc | [g/h] | Fuel consumption after [WHTC Correction](../general/FC.html). (Based on FC-AUXc.) | +| Paux_xxx | [kW] | Power demand of Auxiliary with ID xxx. See also [Aux Dialog](#auxiliary-dialog) and [Driving Cycle](#driving-cycle-.vdri). | +| FC-Map | [g/h] | Fuel consumption from FC map. | +| FC-AUXc | [g/h] | Fuel consumption after [Auxiliary-Start/Stop Correction](#fuel-consumption-calculation). (Based on FC.) | +| FC-WHTCc | [g/h] | Fuel consumption after [WHTC Correction](#fuel-consumption-calculation). (Based on FC-AUXc.) | | TCv | [-] | Torque converter speed ratio | | TCµ | [-] | Torque converter torque ratio | | TC_M_Out | [Nm] | Torque converter output torque | -| TC_n_Out | [1/min] | Torque converter output speed | \ No newline at end of file +| TC_n_Out | [1/min] | Torque converter output speed | diff --git a/User Manual/fileformat/VRLM.html b/User Manual/fileformat/VRLM.html deleted file mode 100644 index dbcdbc45c398af7151cc3f03899a289752118661..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VRLM.html +++ /dev/null @@ -1,1059 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="retarder-loss-torque-input-file-.vrlm">Retarder Loss Torque Input File (.vrlm)</h1> -<p>This file is used to define retarder idling losses. It can be used for primary and secondary retarders and must be set in the <a href="../GUI/VEH-Editor.html">Vehicle File</a>.</p> -<h2 id="file-format">File Format</h2> -<p>The file uses the <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Two columns</li> -<li>One header line</li> -<li>At least two lines with numeric values (below file header)</li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>Retarder Speed [1/min]</strong></th> -<th align="left"><strong>Loss Torque [Nm]</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VRLM.md b/User Manual/fileformat/VRLM.md index d37ceff8661f35ecce3c53f72b0a2e0b197bf8d0..16a2305d89a904c370c0f4d954d7a8c3bd66264f 100644 --- a/User Manual/fileformat/VRLM.md +++ b/User Manual/fileformat/VRLM.md @@ -1,12 +1,12 @@ Retarder Loss Torque Input File (.vrlm) ======================================= -This file is used to define retarder idling losses. It can be used for primary and secondary retarders and must be set in the [Vehicle File](../GUI/VEH-Editor.html). +This file is used to define retarder idling losses. It can be used for primary and secondary retarders and must be set in the [Vehicle File](#vehicle-editor). File Format ----------- -The file uses the [VECTO CSV format](index.html). +The file uses the [VECTO CSV format](#csv-format). Format: : - Two columns @@ -18,4 +18,4 @@ Format: | **Retarder Speed \[1/min\]** | **Loss Torque \[Nm\]** | | ---------------------------- | ---------------------- | | ... | ... | -| ... | ... | \ No newline at end of file +| ... | ... | diff --git a/User Manual/fileformat/VSUM.html b/User Manual/fileformat/VSUM.html deleted file mode 100644 index 39941b0d7bf529b8302359d87befc62f2eb6fc9b..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VSUM.html +++ /dev/null @@ -1,1209 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- margin-top: 16px; - font-size: 1em; - font-style: italic; - font-weight: bold; - } - - .markdown-body dl dd { - padding: 0 16px; - margin-bottom: 16px; - } - - .markdown-body blockquote { - padding: 0 15px; - color: #777; - border-left: 4px solid #ddd; - } - - .markdown-body blockquote>:first-child { - margin-top: 0; - } - - .markdown-body blockquote>:last-child { - margin-bottom: 0; - } - - .markdown-body table { - display: block; - width: 100%; - overflow: auto; - word-break: normal; - word-break: keep-all; - } - - .markdown-body table th { - font-weight: bold; - } - - .markdown-body table th, - .markdown-body table td { - padding: 6px 13px; - border: 1px solid #ddd; - } - - .markdown-body table tr { - background-color: #fff; - border-top: 1px solid #ccc; - } - - .markdown-body table tr:nth-child(2n) { - background-color: #f8f8f8; - } - - .markdown-body img { - max-width: 100%; - -moz-box-sizing: border-box; - box-sizing: border-box; - } - - .markdown-body code, - .markdown-body samp { - padding: 0; - padding-top: 0.2em; - padding-bottom: 0.2em; - margin: 0; - font-size: 85%; - background-color: rgba(0,0,0,0.04); - border-radius: 3px; - } - - .markdown-body code:before, - .markdown-body code:after { - letter-spacing: -0.2em; - content: "\00a0"; - } - - .markdown-body pre>code { - padding: 0; - margin: 0; - font-size: 100%; - word-break: normal; - white-space: pre; - background: transparent; - border: 0; - } - - .markdown-body .codehilite { - margin-bottom: 16px; - } - - .markdown-body .codehilite pre, - .markdown-body pre { - padding: 16px; - overflow: auto; - font-size: 85%; - line-height: 1.45; - background-color: #f7f7f7; - border-radius: 3px; - } - - .markdown-body .codehilite pre { - margin-bottom: 0; - word-break: normal; - } - - .markdown-body pre { - word-wrap: normal; - } - - .markdown-body pre code { - display: inline; - max-width: initial; - padding: 0; - margin: 0; - overflow: initial; - line-height: inherit; - word-wrap: normal; - background-color: transparent; - border: 0; - } - - .markdown-body pre code:before, - .markdown-body pre code:after { - content: normal; - } - - /* Admonition */ - .markdown-body .admonition { - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - position: relative; - border-radius: 3px; - border: 1px solid #e0e0e0; - border-left: 6px solid #333; - padding: 10px 10px 10px 30px; - } - - .markdown-body .admonition table { - color: #333; - } - - .markdown-body .admonition p { - padding: 0; - } - - .markdown-body .admonition-title { - font-weight: bold; - margin: 0; - } - - .markdown-body .admonition>.admonition-title { - color: #333; - } - - .markdown-body .attention>.admonition-title { - color: #a6d796; - } - - .markdown-body .caution>.admonition-title { - color: #d7a796; - } - - .markdown-body .hint>.admonition-title { - color: #96c6d7; - } - - .markdown-body .danger>.admonition-title { - color: #c25f77; - } - - .markdown-body .question>.admonition-title { - color: #96a6d7; - } - - .markdown-body .note>.admonition-title { - color: #d7c896; - } - - .markdown-body .admonition:before, - .markdown-body .attention:before, - .markdown-body .caution:before, - .markdown-body .hint:before, - .markdown-body .danger:before, - .markdown-body .question:before, - .markdown-body .note:before { - font: normal normal 16px fontawesome-mini; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - line-height: 1.5; - color: #333; - position: absolute; - left: 0; - top: 0; - padding-top: 10px; - padding-left: 10px; - } - - .markdown-body .admonition:before { - content: "\f056\00a0"; - color: 333; - } - - .markdown-body .attention:before { - content: "\f058\00a0"; - color: #a6d796; - } - - .markdown-body .caution:before { - content: "\f06a\00a0"; - color: #d7a796; - } - - .markdown-body .hint:before { - content: "\f05a\00a0"; - color: #96c6d7; - } - - .markdown-body .danger:before { - content: "\f057\00a0"; - color: #c25f77; - } - - .markdown-body .question:before { - content: "\f059\00a0"; - color: #96a6d7; - } - - .markdown-body .note:before { - content: "\f040\00a0"; - color: #d7c896; - } - - .markdown-body .admonition::after { - content: normal; - } - - .markdown-body .attention { - border-left: 6px solid #a6d796; - } - - .markdown-body .caution { - border-left: 6px solid #d7a796; - } - - .markdown-body .hint { - border-left: 6px solid #96c6d7; - } - - .markdown-body .danger { - border-left: 6px solid #c25f77; - } - - .markdown-body .question { - border-left: 6px solid #96a6d7; - } - - .markdown-body .note { - border-left: 6px solid #d7c896; - } - - .markdown-body .admonition>*:first-child { - margin-top: 0 !important; - } - - .markdown-body .admonition>*:last-child { - margin-bottom: 0 !important; - } - - /* progress bar*/ - .markdown-body .progress { - display: block; - width: 300px; - margin: 10px 0; - height: 24px; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #ededed; - position: relative; - box-shadow: inset -1px 1px 3px rgba(0, 0, 0, .1); - } - - .markdown-body .progress-label { - position: absolute; - text-align: center; - font-weight: bold; - width: 100%; margin: 0; - line-height: 24px; - color: #333; - text-shadow: 1px 1px 0 #fefefe, -1px -1px 0 #fefefe, -1px 1px 0 #fefefe, 1px -1px 0 #fefefe, 0 1px 0 #fefefe, 0 -1px 0 #fefefe, 1px 0 0 #fefefe, -1px 0 0 #fefefe, 1px 1px 2px #000; - -webkit-font-smoothing: antialiased !important; - white-space: nowrap; - overflow: hidden; - } - - .markdown-body .progress-bar { - height: 24px; - float: left; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #96c6d7; - box-shadow: inset 0 1px 0 rgba(255, 255, 255, .5), inset 0 -1px 0 rgba(0, 0, 0, .1); - background-size: 30px 30px; - background-image: -webkit-linear-gradient( - 135deg, rgba(255, 255, 255, .4) 27%, - transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, - transparent 77%, transparent - ); - background-image: -moz-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -ms-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -o-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="summary-results-.vsum">Summary Results (.vsum)</h1> -<p>The .vsum file includes total / average results for each calculation run in one execution (ie. click of <a href="../GUI/mainform.html">START Button</a>). The file is located in the directory of the fist run .vecto file.</p> -<p><strong><em>Quantities:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left">Name</th> -<th align="left">Unit</th> -<th align="left">Description</th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">Job</td> -<td align="left">[-]</td> -<td align="left">Job number. Format is "x-y" with x = file number and y = cycle number</td> -</tr> -<tr class="even"> -<td align="left">Input File</td> -<td align="left">[-]</td> -<td align="left">Name of the input file</td> -</tr> -<tr class="odd"> -<td align="left">Cycle</td> -<td align="left">[-]</td> -<td align="left">Name of the cycle file</td> -</tr> -<tr class="even"> -<td align="left">time</td> -<td align="left">[s]</td> -<td align="left">Total simulation time</td> -</tr> -<tr class="odd"> -<td align="left">distance</td> -<td align="left">[km]</td> -<td align="left">Total travelled distance</td> -</tr> -<tr class="even"> -<td align="left">speed</td> -<td align="left">[km/h]</td> -<td align="left">Average vehicle speed</td> -</tr> -<tr class="odd"> -<td align="left">∆altitude</td> -<td align="left">[m]</td> -<td align="left">Altitude difference between start and end of cycle</td> -</tr> -<tr class="even"> -<td align="left">Ppos</td> -<td align="left">[kW]</td> -<td align="left">Average positive engine power</td> -</tr> -<tr class="odd"> -<td align="left">Pneg</td> -<td align="left">[kW]</td> -<td align="left">Average negative engine power</td> -</tr> -<tr class="even"> -<td align="left">FC</td> -<td align="left">[g/km]</td> -<td align="left">Average fuel consumption</td> -</tr> -<tr class="odd"> -<td align="left">FC-AUXc</td> -<td align="left">[g/km]</td> -<td align="left">Fuel consumption after <a href="../general/FC.html">Auxiliary-Start/Stop Correction</a>. (Based on FC.)</td> -</tr> -<tr class="even"> -<td align="left">FC-WHTCc</td> -<td align="left">[g/km]</td> -<td align="left">Fuel consumption after <a href="../general/FC.html">WHTC Correction</a>. (Based on FC-AUXc.)</td> -</tr> -<tr class="odd"> -<td align="left">Pbrake</td> -<td align="left">[kW]</td> -<td align="left">Average brake power (not including engine drag)</td> -</tr> -<tr class="even"> -<td align="left">EposICE</td> -<td align="left">[kWh]</td> -<td align="left">Total positive engine work</td> -</tr> -<tr class="odd"> -<td align="left">EnegICE</td> -<td align="left">[kWh]</td> -<td align="left">Total negative engine work (engine brake)</td> -</tr> -<tr class="even"> -<td align="left">Eair</td> -<td align="left">[kWh]</td> -<td align="left">Total work of air resistance</td> -</tr> -<tr class="odd"> -<td align="left">Eroll</td> -<td align="left">[kWh]</td> -<td align="left">Total work of rolling resistance</td> -</tr> -<tr class="even"> -<td align="left">Egrad</td> -<td align="left">[kWh]</td> -<td align="left">Total work of gradient resistance</td> -</tr> -<tr class="odd"> -<td align="left">Eacc</td> -<td align="left">[kWh]</td> -<td align="left">Total work from accelerations (<0) / decelerations (>0)</td> -</tr> -<tr class="even"> -<td align="left">Eaux</td> -<td align="left">[kWh]</td> -<td align="left">Total energy demand of auxiliaries</td> -</tr> -<tr class="odd"> -<td align="left">Eaux_xxx</td> -<td align="left">[kWh]</td> -<td align="left">Energy demand of auxiliary with ID xxx. See also <a href="../GUI/VECTO-Editor_Aux.html">Aux Dialog</a> and <a href="VDRI.html">Driving Cycle</a>.</td> -</tr> -<tr class="even"> -<td align="left">Ebrake</td> -<td align="left">[kWh]</td> -<td align="left">Total work dissipated in mechanical braking (sum of service brakes, retader and additional engine exhaust brakes)</td> -</tr> -<tr class="odd"> -<td align="left">Etransm</td> -<td align="left">[kWh]</td> -<td align="left">Total work of transmission losses</td> -</tr> -<tr class="even"> -<td align="left">Eretarder</td> -<td align="left">[kWh]</td> -<td align="left">Total retarder losses</td> -</tr> -<tr class="odd"> -<td align="left">Mass</td> -<td align="left">[kg]</td> -<td align="left">Vehicle mass (equals <strong>Curb Weight Vehicle</strong> plus <strong>Curb Weight Extra Trailer/Body</strong>, see <a href="../GUI/VEH-Editor.html">Vehicle Editor</a>)</td> -</tr> -<tr class="even"> -<td align="left">Loading</td> -<td align="left">[kg]</td> -<td align="left">Vehicle loading (see <a href="../GUI/VEH-Editor.html">Vehicle Editor</a>)</td> -</tr> -<tr class="odd"> -<td align="left">a</td> -<td align="left">[m/s2]</td> -<td align="left">Average acceleration</td> -</tr> -<tr class="even"> -<td align="left">a_pos</td> -<td align="left">[m/s²]</td> -<td align="left">Average acceleration in acceleration phases<em> | a_neg | [m/s²] | Average deceleration in deceleration phases</em></td> -</tr> -<tr class="odd"> -<td align="left">Acc.Noise</td> -<td align="left">[m/s²]</td> -<td align="left">Acceleration noise</td> -</tr> -<tr class="even"> -<td align="left">pAcc</td> -<td align="left">[%]</td> -<td align="left">Time share of acceleration phases<em> | pDec | [%] | Time share of deceleration phases</em></td> -</tr> -<tr class="odd"> -<td align="left">pCruise</td> -<td align="left">[%]</td> -<td align="left">Time share of cruise phases<em> | pStop | [%] | Time share of stop phases</em></td> -</tr> -</tbody> -</table> -<p>*Driving conditions:</p> -<ul> -<li>Acceleration: a<sub>3s</sub> > 0.125 [m/s<sup>2</sup>]</li> -<li>Deceleration: a<sub>3s</sub> < -0.125 [m/s<sup>2</sup>]</li> -<li>Cruise: -0.125 ≤ a<sub>3s</sub> ≤ 0.125 [m/s<sup>2</sup>]</li> -<li>Stop: v < 0.1 [m/s]<br /> -<em>a<sub>3s</sub> = 3 seconds-averaged acceleration</em></li> -</ul> -<dl> -<dt>Definition of work (E...):</dt> -<dd>sign > 0: positive work applied to the vehicle (e.g. from engine, from kinetic energy) sign < 0: losses The sum of EposICE, EnegICE, Eair, Eroll, Egrad, Eacc, Eaux, Ebrake, Etransm and Eretarder is zero (besides small rounding error for long driving cycles) -</dd> -</dl> -</body> -</html> diff --git a/User Manual/fileformat/VSUM.md b/User Manual/fileformat/VSUM.md index e3837ee0e8e1ee4f2379027566d5ee267a507677..6e12ca6645fb2ca31cf3743df1780f5532f9e8f8 100644 --- a/User Manual/fileformat/VSUM.md +++ b/User Manual/fileformat/VSUM.md @@ -1,7 +1,7 @@ Summary Results (.vsum) ======================= -The .vsum file includes total / average results for each calculation run in one execution (ie. click of [START Button](../GUI/mainform.html)). The file is located in the directory of the fist run .vecto file. +The .vsum file includes total / average results for each calculation run in one execution (ie. click of [START Button](#main-form)). The file is located in the directory of the fist run .vecto file. ***Quantities:*** @@ -16,9 +16,11 @@ The .vsum file includes total / average results for each calculation run in one | ∆altitude | [m] | Altitude difference between start and end of cycle | Ppos | [kW] | Average positive engine power | Pneg | [kW] | Average negative engine power -| FC | [g/km] | Average fuel consumption -| FC-AUXc | [g/km] | Fuel consumption after [Auxiliary-Start/Stop Correction](../general/FC.html). (Based on FC.) -| FC-WHTCc | [g/km] | Fuel consumption after [WHTC Correction](../general/FC.html). (Based on FC-AUXc.) +| FC-Final | [g/km] \& [l/100km] \& [l/100tkm] | Average fuel consumption. Final value after all corrections. +| FC-Map | [g/h] & [g/km] | Fuel consumption interpolated form [Fuel Map](#fuel-consumption-calculation). +| FC-AUXc | [g/km] | Fuel consumption after [Auxiliary-Start/Stop Correction](#fuel-consumption-calculation). (Based on FC.) +| FC-WHTCc | [g/km] | Fuel consumption after [WHTC Correction](#fuel-consumption-calculation). (Based on FC-AUXc.) +| Co~2~ | [g/km] & [g/tkm] | Average CO~2~ emissions. | Pbrake | [kW] | Average brake power (not including engine drag) | EposICE | [kWh] | Total positive engine work | EnegICE | [kWh] | Total negative engine work (engine brake) @@ -27,31 +29,36 @@ The .vsum file includes total / average results for each calculation run in one | Egrad | [kWh] | Total work of gradient resistance | Eacc | [kWh] | Total work from accelerations (<0) / decelerations (>0) | Eaux | [kWh] | Total energy demand of auxiliaries -| Eaux_xxx | [kWh] | Energy demand of auxiliary with ID xxx. See also [Aux Dialog](../GUI/VECTO-Editor_Aux.html) and [Driving Cycle](VDRI.html). +| Eaux_xxx | [kWh] | Energy demand of auxiliary with ID xxx. See also [Aux Dialog](#auxiliary-dialog) and [Driving Cycle](#driving-cycle-.vdri). | Ebrake | [kWh] | Total work dissipated in mechanical braking (sum of service brakes, retader and additional engine exhaust brakes) | Etransm | [kWh] | Total work of transmission losses | Eretarder | [kWh] | Total retarder losses -| Mass | [kg] | Vehicle mass (equals **Curb Weight Vehicle** plus **Curb Weight Extra Trailer/Body**, see [Vehicle Editor](../GUI/VEH-Editor.html)) -| Loading | [kg] | Vehicle loading (see [Vehicle Editor](../GUI/VEH-Editor.html)) +| Etorqueconv | [kWh] | Total torque converter losses +| Mass | [kg] | Vehicle mass (equals **Curb Weight Vehicle** plus **Curb Weight Extra Trailer/Body**, see [Vehicle Editor](#vehicle-editor)) +| Loading | [kg] | Vehicle loading (see [Vehicle Editor](#vehicle-editor)) | a | [m/s2] | Average acceleration -| a_pos | [m/s²] | Average acceleration in acceleration phases* -| a_neg | [m/s²] | Average deceleration in deceleration phases* +| a_pos | [m/s²] | Average acceleration in acceleration phases \* +| a_neg | [m/s²] | Average deceleration in deceleration phases \* | Acc.Noise | [m/s²] | Acceleration noise -| pAcc | [%] | Time share of acceleration phases* -| pDec | [%] | Time share of deceleration phases* -| pCruise | [%] | Time share of cruise phases* -| pStop | [%] | Time share of stop phases* +| pAcc | [%] | Time share of acceleration phases \* +| pDec | [%] | Time share of deceleration phases \* +| pCruise | [%] | Time share of cruise phases \* +| pStop | [%] | Time share of stop phases \* \*Driving conditions: - Acceleration: a~3s~ > 0.125 \[m/s^2^\] + - Deceleration: a~3s~ < -0.125 \[m/s^2^\] + - Cruise: -0.125 ≤ a~3s~ ≤ 0.125 \[m/s^2^\] -- Stop: v < 0.1 \[m/s\]\ + +- Stop: v < 0.1 \[m/s\] + *a~3s~ = 3 seconds-averaged acceleration* Definition of work (E...): : sign > 0: positive work applied to the vehicle (e.g. from engine, from kinetic energy) -sign < 0: losses -The sum of EposICE, EnegICE, Eair, Eroll, Egrad, Eacc, Eaux, Ebrake, Etransm and Eretarder is zero (besides small rounding error for long driving cycles) +: sign < 0: losses +: The sum of EposICE, EnegICE, Eair, Eroll, Egrad, Eacc, Eaux, Ebrake, Etransm and Eretarder is zero (besides small rounding error for long driving cycles) diff --git a/User Manual/fileformat/VTCC.html b/User Manual/fileformat/VTCC.html deleted file mode 100644 index 8718e0b070970f5d825fba88bbc0d352c98d503c..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VTCC.html +++ /dev/null @@ -1,1090 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="torque-converter-characteristics-.vtcc">Torque Converter Characteristics (.vtcc)</h1> -<p><strong>!!! The Torque Converter Model is still in development !!!</strong></p> -<p>This file defines the torque converter characteristics as described in VDI 2153:</p> -<ul> -<li><strong>Speed Ratio</strong> (ν) = Output Speed / Input Speed</li> -<li><strong>Torque Ratio</strong> (μ) = Output Torque / Input Torque</li> -<li><strong>Input Torque</strong> (T<sub>ref(ν)</sub>) is the input torque (over ν) for a specific reference engine speed (see below).</li> -</ul> -<p>The Input Torque at  reference engine speed is needed to calculate the actual engine torque using this formula:</p> -<p><span class="math inline">\(T_{in} = T_{ref}(v) \cdot ( \frac{n_{in}}{n_{ref}} )^{2}\)</span></p> -<p>with:</p> -<ul> -<li>T<sub>in</sub> = engine torque [Nm]</li> -<li>T<sub>ref(ν)</sub> = reference torque at reference rpm (form .vtcc file) [Nm]</li> -<li>n<sub>in</sub> = engine speed [1/min]</li> -<li>n<sub>ref</sub> = reference rpm [1/min] (see below)</li> -</ul> -<p>The torque converter characteristics must also be defined for speed ratios of more than one (ν>1) in order to calculate overrun conditions (torque<0).</p> -<h2 id="file-format">File Format</h2> -<p>The file uses the <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Three columns</li> -<li>One header line</li> -<li>At least two lines with numeric values (below file header)<br /> -</li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>Speed Ratio ν</strong></th> -<th align="left"><strong>Torque Ratio μ</strong></th> -<th align="left"><strong>Input Torque at reference rpm</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/fileformat/VTCC.md b/User Manual/fileformat/VTCC.md index ca018bdd56f86934da6de859def706ef0bedf353..dbd03decda0e69a1a61baa4b4089c68f7973ed28 100644 --- a/User Manual/fileformat/VTCC.md +++ b/User Manual/fileformat/VTCC.md @@ -30,7 +30,7 @@ The torque converter characteristics must also be defined for speed ratios of mo File Format ----------- -The file uses the [VECTO CSV format](index.html). +The file uses the [VECTO CSV format](#csv-format). Format: : - Three columns @@ -45,4 +45,4 @@ Format: | ... | ... | ... | | ... | ... | ... | | ... | ... | ... | -| ... | ... | ... | \ No newline at end of file +| ... | ... | ... | diff --git a/User Manual/fileformat/VTLM.html b/User Manual/fileformat/VTLM.html deleted file mode 100644 index 3599e17edfffbf17376a39e197fc38e49bd43f11..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/VTLM.html +++ /dev/null @@ -1,1087 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <script src="https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML" type="text/javascript"></script> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="transmission-loss-map-.vtlm">Transmission Loss Map (.vtlm)</h1> -<p>This file defines losses in gearbox and axle transmission and must be provided for each gear in the <a href="../GUI/GBX-Editor.html">Gearbox File</a>.</p> -<h2 id="file-format">File Format</h2> -<p>The file uses the <a href="index.html">VECTO CSV format</a>.</p> -<dl> -<dt>Format:</dt> -<dd><ul> -<li>Three columns</li> -<li>One header line</li> -<li>At least four lines with numeric values (below file header)</li> -</ul> -</dd> -</dl> -<p><strong><em>Columns:</em></strong></p> -<table> -<thead> -<tr class="header"> -<th align="left"><strong>Input Speed [1/min]</strong></th> -<th align="left"><strong>Input Torque [Nm]</strong></th> -<th align="left"><strong>Torque Loss</strong></th> -</tr> -</thead> -<tbody> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="odd"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -<tr class="even"> -<td align="left">...</td> -<td align="left">...</td> -<td align="left">...</td> -</tr> -</tbody> -</table> -<p>Input Speed & Torque always means <strong>engine-side</strong>.</p> -<dl> -<dt>Sign of torque values:</dt> -<dd><ul> -<li>Input Torque > 0 for normal driving operation</li> -<li>Input Torque < 0 for motoring operation. <strong><em>The Torque Loss Map must include negative torque values for engine motoring operation!</em></strong></li> -<li>Torque Loss is always positive!</li> -</ul> -</dd> -<dt>Calculation of Output Torque:</dt> -<dd>VECTO calculates the output torque using this formula, independent from the current operation mode (driving/braking). -</dd> -</dl> -<p><span class="math inline">\(Output\ Torque = (Input\ Torque-Torque\ Loss) \times GearRatio\)</span></p> -</body> -</html> diff --git a/User Manual/fileformat/VTLM.md b/User Manual/fileformat/VTLM.md index c5cbb23445c95b93936a0868ac15e84ad9e98b0a..7fd65f58ad1f20e378aae65c277d36fb65293bfe 100644 --- a/User Manual/fileformat/VTLM.md +++ b/User Manual/fileformat/VTLM.md @@ -2,12 +2,12 @@ Transmission Loss Map (.vtlm) ============================= -This file defines losses in gearbox and axle transmission and must be provided for each gear in the [Gearbox File](../GUI/GBX-Editor.html). +This file defines losses in gearbox and axle transmission and must be provided for each gear in the [Gearbox File](#gearbox-editor). File Format ----------- -The file uses the [VECTO CSV format](index.html). +The file uses the [VECTO CSV format](#csv-format). Format: : - Three columns @@ -37,4 +37,3 @@ Calculation of Output Torque: : VECTO calculates the output torque using this formula, independent from the current operation mode (driving/braking). $Output\ Torque = (Input\ Torque-Torque\ Loss) \times GearRatio$ - diff --git a/User Manual/fileformat/index.html b/User Manual/fileformat/index.html deleted file mode 100644 index e897542798d975bf5cd0226f0e1f81c5175f9ce5..0000000000000000000000000000000000000000 --- a/User Manual/fileformat/index.html +++ /dev/null @@ -1,1055 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- margin-top: 16px; - font-size: 1em; - font-style: italic; - font-weight: bold; - } - - .markdown-body dl dd { - padding: 0 16px; - margin-bottom: 16px; - } - - .markdown-body blockquote { - padding: 0 15px; - color: #777; - border-left: 4px solid #ddd; - } - - .markdown-body blockquote>:first-child { - margin-top: 0; - } - - .markdown-body blockquote>:last-child { - margin-bottom: 0; - } - - .markdown-body table { - display: block; - width: 100%; - overflow: auto; - word-break: normal; - word-break: keep-all; - } - - .markdown-body table th { - font-weight: bold; - } - - .markdown-body table th, - .markdown-body table td { - padding: 6px 13px; - border: 1px solid #ddd; - } - - .markdown-body table tr { - background-color: #fff; - border-top: 1px solid #ccc; - } - - .markdown-body table tr:nth-child(2n) { - background-color: #f8f8f8; - } - - .markdown-body img { - max-width: 100%; - -moz-box-sizing: border-box; - box-sizing: border-box; - } - - .markdown-body code, - .markdown-body samp { - padding: 0; - padding-top: 0.2em; - padding-bottom: 0.2em; - margin: 0; - font-size: 85%; - background-color: rgba(0,0,0,0.04); - border-radius: 3px; - } - - .markdown-body code:before, - .markdown-body code:after { - letter-spacing: -0.2em; - content: "\00a0"; - } - - .markdown-body pre>code { - padding: 0; - margin: 0; - font-size: 100%; - word-break: normal; - white-space: pre; - background: transparent; - border: 0; - } - - .markdown-body .codehilite { - margin-bottom: 16px; - } - - .markdown-body .codehilite pre, - .markdown-body pre { - padding: 16px; - overflow: auto; - font-size: 85%; - line-height: 1.45; - background-color: #f7f7f7; - border-radius: 3px; - } - - .markdown-body .codehilite pre { - margin-bottom: 0; - word-break: normal; - } - - .markdown-body pre { - word-wrap: normal; - } - - .markdown-body pre code { - display: inline; - max-width: initial; - padding: 0; - margin: 0; - overflow: initial; - line-height: inherit; - word-wrap: normal; - background-color: transparent; - border: 0; - } - - .markdown-body pre code:before, - .markdown-body pre code:after { - content: normal; - } - - /* Admonition */ - .markdown-body .admonition { - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - position: relative; - border-radius: 3px; - border: 1px solid #e0e0e0; - border-left: 6px solid #333; - padding: 10px 10px 10px 30px; - } - - .markdown-body .admonition table { - color: #333; - } - - .markdown-body .admonition p { - padding: 0; - } - - .markdown-body .admonition-title { - font-weight: bold; - margin: 0; - } - - .markdown-body .admonition>.admonition-title { - color: #333; - } - - .markdown-body .attention>.admonition-title { - color: #a6d796; - } - - .markdown-body .caution>.admonition-title { - color: #d7a796; - } - - .markdown-body .hint>.admonition-title { - color: #96c6d7; - } - - .markdown-body .danger>.admonition-title { - color: #c25f77; - } - - .markdown-body .question>.admonition-title { - color: #96a6d7; - } - - .markdown-body .note>.admonition-title { - color: #d7c896; - } - - .markdown-body .admonition:before, - .markdown-body .attention:before, - .markdown-body .caution:before, - .markdown-body .hint:before, - .markdown-body .danger:before, - .markdown-body .question:before, - .markdown-body .note:before { - font: normal normal 16px fontawesome-mini; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - line-height: 1.5; - color: #333; - position: absolute; - left: 0; - top: 0; - padding-top: 10px; - padding-left: 10px; - } - - .markdown-body .admonition:before { - content: "\f056\00a0"; - color: 333; - } - - .markdown-body .attention:before { - content: "\f058\00a0"; - color: #a6d796; - } - - .markdown-body .caution:before { - content: "\f06a\00a0"; - color: #d7a796; - } - - .markdown-body .hint:before { - content: "\f05a\00a0"; - color: #96c6d7; - } - - .markdown-body .danger:before { - content: "\f057\00a0"; - color: #c25f77; - } - - .markdown-body .question:before { - content: "\f059\00a0"; - color: #96a6d7; - } - - .markdown-body .note:before { - content: "\f040\00a0"; - color: #d7c896; - } - - .markdown-body .admonition::after { - content: normal; - } - - .markdown-body .attention { - border-left: 6px solid #a6d796; - } - - .markdown-body .caution { - border-left: 6px solid #d7a796; - } - - .markdown-body .hint { - border-left: 6px solid #96c6d7; - } - - .markdown-body .danger { - border-left: 6px solid #c25f77; - } - - .markdown-body .question { - border-left: 6px solid #96a6d7; - } - - .markdown-body .note { - border-left: 6px solid #d7c896; - } - - .markdown-body .admonition>*:first-child { - margin-top: 0 !important; - } - - .markdown-body .admonition>*:last-child { - margin-bottom: 0 !important; - } - - /* progress bar*/ - .markdown-body .progress { - display: block; - width: 300px; - margin: 10px 0; - height: 24px; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #ededed; - position: relative; - box-shadow: inset -1px 1px 3px rgba(0, 0, 0, .1); - } - - .markdown-body .progress-label { - position: absolute; - text-align: center; - font-weight: bold; - width: 100%; margin: 0; - line-height: 24px; - color: #333; - text-shadow: 1px 1px 0 #fefefe, -1px -1px 0 #fefefe, -1px 1px 0 #fefefe, 1px -1px 0 #fefefe, 0 1px 0 #fefefe, 0 -1px 0 #fefefe, 1px 0 0 #fefefe, -1px 0 0 #fefefe, 1px 1px 2px #000; - -webkit-font-smoothing: antialiased !important; - white-space: nowrap; - overflow: hidden; - } - - .markdown-body .progress-bar { - height: 24px; - float: left; - -webkit-border-radius: 3px; - -moz-border-radius: 3px; - border-radius: 3px; - background-color: #96c6d7; - box-shadow: inset 0 1px 0 rgba(255, 255, 255, .5), inset 0 -1px 0 rgba(0, 0, 0, .1); - background-size: 30px 30px; - background-image: -webkit-linear-gradient( - 135deg, rgba(255, 255, 255, .4) 27%, - transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, - transparent 77%, transparent - ); - background-image: -moz-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -ms-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: -o-linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - background-image: linear-gradient( - 135deg, - rgba(255, 255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="csv-format">CSV Format</h1> -<p>The following format applies to all CSV (Comma-separated values) Input Files used in VECTO:</p> -<table> -<tbody> -<tr class="odd"> -<td align="left"><strong>List Separator:</strong></td> -<td align="left">Comma ","</td> -</tr> -<tr class="even"> -<td align="left"><strong>Decimal-Mark:</strong></td> -<td align="left">Dot "."</td> -</tr> -<tr class="odd"> -<td align="left"><strong>Comments:</strong></td> -<td align="left">"#" at the beginning of the comment line. Number and position of comment lines is not limited.</td> -</tr> -<tr class="even"> -<td align="left"><strong>Header:</strong></td> -<td align="left">One header line (<strong><em>not</em></strong> <strong>a comment line</strong>) at the beginning of the file.</td> -</tr> -</tbody> -</table> -<h2 id="exceptions">Exceptions</h2> -<ul> -<li>The main input files (<a href="../GUI/VECTO-Editor.html">Job</a>, <a href="../GUI/VEH-Editor.html">Vehicle</a>, <a href="../GUI/ENG-Editor.html">Engine</a> and <a href="../GUI/GBX-Editor.html">Gearbox</a>) use the <a href="http://en.wikipedia.org/wiki/JSON">JSON format</a> <img src="../pics/misc/external-icon%2012x12.png" alt="" />.</li> -<li>The <a href="VAUX.html">Auxiliary Input File (.vaux)</a> uses a modified format.</li> -<li>The <a href="VDRI.html">Driving Cycle (.vdri)</a> uses keywords to identify columns and therefore the header line must follow certain specifications.</li> -</ul> -</body> -</html> diff --git a/User Manual/fileformat/index.md b/User Manual/fileformat/index.md index 8633e6622893c0aa6bc83c0d3e23b7fca696b855..d12d460a8c48e2ea30a50c5e5e909e529174e863 100644 --- a/User Manual/fileformat/index.md +++ b/User Manual/fileformat/index.md @@ -16,6 +16,6 @@ The following format applies to all CSV (Comma-separated values) Input Files use Exceptions ---------- -- The main input files ([Job](../GUI/VECTO-Editor.html), [Vehicle](../GUI/VEH-Editor.html), [Engine](../GUI/ENG-Editor.html) and [Gearbox](../GUI/GBX-Editor.html)) use the [JSON format](http://en.wikipedia.org/wiki/JSON) . -- The [Auxiliary Input File (.vaux)](VAUX.html) uses a modified format. -- The [Driving Cycle (.vdri)](VDRI.html) uses keywords to identify columns and therefore the header line must follow certain specifications. \ No newline at end of file +- The main input files ([Job](#job-editor), [Vehicle](#vehicle-editor), [Engine](#engine-editor) and [Gearbox](#gearbox-editor)) use the [JSON format](http://en.wikipedia.org/wiki/JSON) . +- The [Auxiliary Input File (.vaux)](#auxiliary-input-file-.vaux) uses a modified format. +- The [Driving Cycle (.vdri)](#driving-cycle-.vdri) uses keywords to identify columns and therefore the header line must follow certain specifications. diff --git a/User Manual/files.txt b/User Manual/files.txt new file mode 100644 index 0000000000000000000000000000000000000000..c82539bf496ed38c9419e695bfd34ef78244c5c2 --- /dev/null +++ b/User Manual/files.txt @@ -0,0 +1,48 @@ +GUI/index.md +GUI/mainform.md +GUI/settings.md +GUI/VECTO-Editor.md +GUI/VECTO-Editor_Aux.md +GUI/VEH-Editor.md +GUI/ENG-Editor.md +GUI/GBX-Editor.md +GUI/Graph.md +general/calc_index.md +general/calc_STANDARD.md +general/calc_BATCH.md +general/calc_Declaration.md +general/AccLimit.md +general/Auxiliaries.md +general/cd.md +general/EcoRoll.md +general/EngOnlyMode.md +general/StartStop.md +general/FC.md +general/Shift.md +general/LAC.md +general/EcoRoll.md +general/PwheelInput.md +general/RRC.md +general/TC.md +general/PT1.md +general/cmd.md +fileformat/index.md +GUI/VECTO-Editor.md +GUI/VEH-Editor.md +fileformat/VCDV.md +fileformat/VCDB.md +fileformat/VRLM.md +GUI/ENG-Editor.md +fileformat/VFLD.md +fileformat/VMAP.md +GUI/GBX-Editor.md +fileformat/VGBS.md +fileformat/VTLM.md +fileformat/VTCC.md +fileformat/VAUX.md +fileformat/VDRI.md +fileformat/VACC.md +fileformat/VMOD.md +fileformat/VSUM.md +fileformat/App.md +general/changelog.md \ No newline at end of file diff --git a/User Manual/general/AccLimit.html b/User Manual/general/AccLimit.html deleted file mode 100644 index bebda03c8eba8714b939d126638d0228bcffe949..0000000000000000000000000000000000000000 --- a/User Manual/general/AccLimit.html +++ /dev/null @@ -1,1038 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="acceleration-limiting">Acceleration Limiting</h1> -<p>VECTO limits the vehicle acceleration and deceleration according to speed-dependent limits. These limits are defined in the <a href="../fileformat/VACC.html">Acceleration Limiting Input File</a> (.vacc). Note that the full load curve also limits acceleration. If the engine cannot provide the required power the vehicle might accelerate below the defined acceleration limit.</p> -<p>This function cannot be disabled. If acceleration and/or deceleration should not be limited during calculation the values in the Acceleration Limiting file (.vacc) have to be changed accordingly.</p> -<dl> -<dt>Parameters in <a href="../GUI/VECTO-Editor.html">Job File</a>:</dt> -<dd><ul> -<li>Filepath of the <a href="../fileformat/VACC.html">Acceleration Limiting Input File</a> (.vacc)</li> -</ul> -</dd> -</dl> -<p>The input file format is described <a href="../fileformat/VACC.html">here</a>.</p> -</body> -</html> diff --git a/User Manual/general/AccLimit.md b/User Manual/general/AccLimit.md index c72fdd1a4af1d645a369f3f4edf18617a6a91898..f3b2f61096a8ad036d968f2a2d84170f44a7786c 100644 --- a/User Manual/general/AccLimit.md +++ b/User Manual/general/AccLimit.md @@ -1,11 +1,11 @@ Acceleration Limiting ===================== -VECTO limits the vehicle acceleration and deceleration according to speed-dependent limits. These limits are defined in the [Acceleration Limiting Input File](../fileformat/VACC.html) (.vacc). Note that the full load curve also limits acceleration. If the engine cannot provide the required power the vehicle might accelerate below the defined acceleration limit. +VECTO limits the vehicle acceleration and deceleration according to speed-dependent limits. These limits are defined in the [Acceleration Limiting Input File](#acceleration-limiting-input-file-.vacc) (.vacc). Note that the full load curve also limits acceleration. If the engine cannot provide the required power the vehicle might accelerate below the defined acceleration limit. This function cannot be disabled. If acceleration and/or deceleration should not be limited during calculation the values in the Acceleration Limiting file (.vacc) have to be changed accordingly. -Parameters in [Job File](../GUI/VECTO-Editor.html): -: - Filepath of the [Acceleration Limiting Input File](../fileformat/VACC.html) (.vacc) +Parameters in [Job File](#job-editor): +: - Filepath of the [Acceleration Limiting Input File](#acceleration-limiting-input-file-.vacc) (.vacc) - The input file format is described [here](../fileformat/VACC.html). \ No newline at end of file + The input file format is described [here](#acceleration-limiting-input-file-.vacc). diff --git a/User Manual/general/Auxiliaries.html b/User Manual/general/Auxiliaries.html deleted file mode 100644 index 074c46b059bf76c317ca68a2cf89d6583e78294d..0000000000000000000000000000000000000000 --- a/User Manual/general/Auxiliaries.html +++ /dev/null @@ -1,1097 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="auxiliaries">Auxiliaries</h1> -<p>In VECTO a generic map-based approach was implemented to consider all types of auxiliaries. The supply power demand for each single auxiliary is defined in the driving cycle. Hence a time/distance-dependent power demand can be defined. Based on the supply power and a pre-defined efficiency map the auxiliary input power is calculated. A constant efficiency determines the losses between auxiliary and engine.</p> -<p>For each auxiliary the power demand is calculated using the following steps:</p> -<div class="figure"> -<img src="pics/AuxModel.svg" alt="" /> - -</div> -<ol style="list-style-type: decimal"> -<li><p>Auxiliary speed: <strong>n<sub>aux</sub> = n<sub>Eng</sub> * TransRatio</strong></p></li> -<li><p>Auxiliary output power: <strong>P<sub>auxOut</sub> = P<sub>supply</sub>/EffToSply</strong></p></li> -<li><p>Auxiliary input power: <strong>P<sub>auxIn</sub> = EffMap(n<sub>Aux</sub>, P<sub>AuxOut</sub>)</strong></p></li> -<li><p>Auxiliary power consumption: <strong>P<sub>aux</sub> = P<sub>auxIn</sub>/EffToEng</strong></p></li> -<li><p><strong>P<sub>aux</sub> is added to the engine's power demand</strong></p></li> -</ol> -<table> -<tbody> -<tr class="odd"> -<td align="left">n<sub>Eng</sub></td> -<td align="left">Calculated engine speed.</td> -<td align="left">[1/min]</td> -</tr> -<tr class="even"> -<td align="left">TransRatio</td> -<td align="left">Speed ratio between auxiliary and engine. <a href="../fileformat/VAUX.html">Defined in the Auxiliary File</a>.</td> -<td align="left">[-]</td> -</tr> -<tr class="odd"> -<td align="left">n<sub>aux</sub></td> -<td align="left">Auxiliary speed</td> -<td align="left">[1/min]</td> -</tr> -<tr class="even"> -<td align="left">P<sub>supply</sub></td> -<td align="left">Effective supply power demand. <a href="../fileformat/VDRI.html">Defined in the driving cycle</a>.</td> -<td align="left">[kW]</td> -</tr> -<tr class="odd"> -<td align="left">EffToSply</td> -<td align="left">Consumer efficiency. <a href="../fileformat/VAUX.html">Defined in the Auxiliary File</a>.</td> -<td align="left">[-]</td> -</tr> -<tr class="even"> -<td align="left">P<sub>auxOut</sub></td> -<td align="left">Auxiliary output power</td> -<td align="left">[kW]</td> -</tr> -<tr class="odd"> -<td align="left">EffMap</td> -<td align="left">Auxiliary efficiency map. <a href="../fileformat/VAUX.html">Defined in the Auxiliary File</a>.</td> -<td align="left">[kW] = f( [1/min], [kW] )</td> -</tr> -<tr class="even"> -<td align="left">P<sub>auxIn</sub></td> -<td align="left">Auxiliary input power</td> -<td align="left">[kW]</td> -</tr> -<tr class="odd"> -<td align="left">EffToEng</td> -<td align="left">Efficiency of auxiliary (belt/gear) drive. <a href="../fileformat/VAUX.html">Defined in the Auxiliary File</a>.</td> -<td align="left">[-]</td> -</tr> -<tr class="even"> -<td align="left">P<sub>aux</sub></td> -<td align="left">Mechanical auxiliary power demand at the crank shaft</td> -<td align="left">[kW]</td> -</tr> -</tbody> -</table> -<p>Each auxiliary must be defined in the <a href="../GUI/VECTO-Editor.html">Job File</a> and each <a href="../fileformat/VDRI.html">driving cycle</a> used with this vehicle must include supply power for each auxiliary. To link the supply power in the driving cycle to the correct auxiliary in the Job File an ID is used. The corresponding supply power is then named <em>"<Aux_ID>"</em>.</p> -<p><strong><em>Example:</em></strong> <em>The Auxiliary with the ID "ALT" (in the Job File) is linked to the supply power in the column "<AUX_ALT>" in the driving cylce.</em></p> -</body> -</html> diff --git a/User Manual/general/Auxiliaries.md b/User Manual/general/Auxiliaries.md index 68641885acb7098b2d86b5e1e707964f7409525b..df8299faad58df925cab3c0f92b0dcf417c830e4 100644 --- a/User Manual/general/Auxiliaries.md +++ b/User Manual/general/Auxiliaries.md @@ -24,14 +24,14 @@ For each auxiliary the power demand is calculated using the following steps: | | | | | ---------- | ----------------------------------------------------------------------------------------------------- | --------------------------------| | n~Eng~ | Calculated engine speed. | \[1/min\] | -| TransRatio | Speed ratio between auxiliary and engine. [Defined in the Auxiliary File](../fileformat/VAUX.html). | \[-\] | +| TransRatio | Speed ratio between auxiliary and engine. [Defined in the Auxiliary File](#auxiliary-input-file-.vaux). | \[-\] | | n~aux~ | Auxiliary speed | \[1/min\] | -| P~supply~ | Effective supply power demand. [Defined in the driving cycle](../fileformat/VDRI.html). | \[kW\] | -| EffToSply | Consumer efficiency. [Defined in the Auxiliary File](../fileformat/VAUX.html). | \[-\] | +| P~supply~ | Effective supply power demand. [Defined in the driving cycle](#driving-cycle-.vdri). | \[kW\] | +| EffToSply | Consumer efficiency. [Defined in the Auxiliary File](#auxiliary-input-file-.vaux). | \[-\] | | P~auxOut~ | Auxiliary output power | \[kW\] | -| EffMap | Auxiliary efficiency map. [Defined in the Auxiliary File](../fileformat/VAUX.html). | \[kW\] = f( \[1/min\], \[kW\] ) | +| EffMap | Auxiliary efficiency map. [Defined in the Auxiliary File](#auxiliary-input-file-.vaux). | \[kW\] = f( \[1/min\], \[kW\] ) | | P~auxIn~ | Auxiliary input power | \[kW\] | -| EffToEng | Efficiency of auxiliary (belt/gear) drive. [Defined in the Auxiliary File](../fileformat/VAUX.html).| \[-\] | +| EffToEng | Efficiency of auxiliary (belt/gear) drive. [Defined in the Auxiliary File](#auxiliary-input-file-.vaux).| \[-\] | | P~aux~ | Mechanical auxiliary power demand at the crank shaft | \[kW\] | @@ -40,7 +40,7 @@ For each auxiliary the power demand is calculated using the following steps: -Each auxiliary must be defined in the [Job File](../GUI/VECTO-Editor.html) and each [driving cycle](../fileformat/VDRI.html) used with this vehicle must include supply power for each auxiliary. To link the supply power in the driving cycle to the correct auxiliary in the Job File an ID is used. The corresponding supply power is then named *"<Aux\_ID>"*. +Each auxiliary must be defined in the [Job File](#job-editor) and each [driving cycle](#driving-cycle-.vdri) used with this vehicle must include supply power for each auxiliary. To link the supply power in the driving cycle to the correct auxiliary in the Job File an ID is used. The corresponding supply power is then named *"<Aux\_ID>"*. -***Example:*** *The Auxiliary with the ID "ALT" (in the Job File) is linked to the supply power in the column "<AUX\_ALT>" in the driving cylce.* \ No newline at end of file +***Example:*** *The Auxiliary with the ID "ALT" (in the Job File) is linked to the supply power in the column "<AUX\_ALT>" in the driving cylce.* diff --git a/User Manual/general/EcoRoll.html b/User Manual/general/EcoRoll.html deleted file mode 100644 index a6c8fa753024d749471fea06087f48aad6ca39c1..0000000000000000000000000000000000000000 --- a/User Manual/general/EcoRoll.html +++ /dev/null @@ -1,1060 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="overspeed-eco-roll">Overspeed / Eco-Roll</h1> -<p>Both functions control the vehicle's behaviour on uneven road sections (slope ≠0) and can be configured in the <a href="../GUI/VECTO-Editor.html">Job File</a>'s Driver Assist Tab. Overspeed is designed to model an average driver's behaviour without the aid of driver assistance systems. Eco-Roll represents an optional driver assistance feature. For this reason vehicles without Eco-Roll should always have the Overspeed function enabled.</p> -<h2 id="overspeed">Overspeed</h2> -<p>Overspeed activates as soon as the total power demand at the wheels (Pwheel) falls below zero, i.e. the vehicle accelerates on a negative slope. The clutch remains closed, engine in motoring operation, and the vehicle accelerates beyond the cycle's target speed. When the speed limit (target speed plus <strong>Max. Overspeed</strong>) is reached the mechanical brakes are engaged to prevent further acceleration.</p> -<div class="figure"> -<img src="pics/Overspeed.svg" alt="" /> - -</div> -<p><em>Example with target (purple) and actual speed (orange) on the top left axis, slope (brown) on the top right axis. The bottom graph shows engine power (blue), motoring curve (orange) and mechanical brake power (green). In this example Overspeed is allowed until the vehicle's speed exceeds target speed by 5 [km/h].</em></p> -<dl> -<dt>Parameters in <a href="../GUI/VECTO-Editor.html">Job File</a>:</dt> -<dd><ul> -<li><strong>Minimum speed [km/h]</strong>. Below this speed the function is disabled.</li> -<li><strong>Max. Overspeed [km/h]</strong> (relative to target speed)</li> -</ul> -</dd> -</dl> -<h2 id="eco-roll">Eco-Roll</h2> -<p>Instead of using the engine brake (with no fuel consumption) Eco-Roll shifts to Neutral, engine idling, to minimize deceleration and maximize the vehicle's roll out distance. During this phase the engine has to overcome its own idling losses and the power demand from the auxiliaries. The engine is engaged again if the speed exceeds the speed limits defined by Max. Over-/Underspeed.</p> -<div class="figure"> -<img src="pics/EcoRoll.svg" alt="" /> - -</div> -<p><em>Example of Eco-Roll. Target (purple) and actual speed (orange) on the top left axis, slope (brown) on the top right axis. The bottom graph shows engine power (blue), motoring curve (orange) and mechanical brake power (green). The engine is idling while the vehicle rolls freely and braking when the upper speed limit is reached.</em></p> -<dl> -<dt>Parameters in <a href="../GUI/VECTO-Editor.html">Job File</a>:</dt> -<dd><ul> -<li><strong>Minimum speed [km/h]</strong> Below this speed the function is disabled.</li> -<li><strong>Max. Overspeed [km/h]</strong> (relative to target speed)</li> -<li><strong>Max. Underspeed [km/h]</strong> (relative to target speed)</li> -</ul> -</dd> -</dl> -</body> -</html> diff --git a/User Manual/general/EcoRoll.md b/User Manual/general/EcoRoll.md index a55447b157f2bc045c07e7e1a7e920d5aa8ebfd6..f2835f72732e65b9cf6fdc03b84e4c99fc6a05d7 100644 --- a/User Manual/general/EcoRoll.md +++ b/User Manual/general/EcoRoll.md @@ -2,7 +2,7 @@ Overspeed / Eco-Roll ==================== -Both functions control the vehicle's behaviour on uneven road sections (slope ≠0) and can be configured in the [Job File](../GUI/VECTO-Editor.html)'s Driver Assist Tab. Overspeed is designed to model an average driver's behaviour without the aid of driver assistance systems. Eco-Roll represents an optional driver assistance feature. For this reason vehicles without Eco-Roll should always have the Overspeed function enabled. +Both functions control the vehicle's behaviour on uneven road sections (slope ≠0) and can be configured in the [Job File](#job-editor)'s Driver Assist Tab. Overspeed is designed to model an average driver's behaviour without the aid of driver assistance systems. Eco-Roll represents an optional driver assistance feature. For this reason vehicles without Eco-Roll should always have the Overspeed function enabled. Overspeed @@ -16,7 +16,7 @@ Overspeed activates as soon as the total power demand at the wheels (Pwheel) fal *Example with target (purple) and actual speed (orange) on the top left axis, slope (brown) on the top right axis. The bottom graph shows engine power (blue), motoring curve (orange) and mechanical brake power (green). In this example Overspeed is allowed until the vehicle's speed exceeds target speed by 5 \[km/h\].* -Parameters in [Job File](../GUI/VECTO-Editor.html): +Parameters in [Job File](#job-editor): : - **Minimum speed \[km/h\]**. Below this speed the function is disabled. - **Max. Overspeed \[km/h\]** (relative to target speed) @@ -30,7 +30,7 @@ Instead of using the engine brake (with no fuel consumption) Eco-Roll shifts to *Example of Eco-Roll. Target (purple) and actual speed (orange) on the top left axis, slope (brown) on the top right axis. The bottom graph shows engine power (blue), motoring curve (orange) and mechanical brake power (green). The engine is idling while the vehicle rolls freely and braking when the upper speed limit is reached.* -Parameters in [Job File](../GUI/VECTO-Editor.html): +Parameters in [Job File](#job-editor): : - **Minimum speed \[km/h\]** Below this speed the function is disabled. - **Max. Overspeed \[km/h\]** (relative to target speed) -- **Max. Underspeed \[km/h\]** (relative to target speed) \ No newline at end of file +- **Max. Underspeed \[km/h\]** (relative to target speed) diff --git a/User Manual/general/EngOnlyMode.html b/User Manual/general/EngOnlyMode.html deleted file mode 100644 index 35c43fb771e6f2dbb627a74e7db10a0a48399c66..0000000000000000000000000000000000000000 --- a/User Manual/general/EngOnlyMode.html +++ /dev/null @@ -1,1041 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; - } - - body .markdown-body - { - padding: 30px; - } - - @font-face { - font-family: fontawesome-mini; - src: 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- - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="engine-only-mode">Engine Only Mode</h1> -<p>When this mode is enabled in the Job File then VECTO only calculates the fuel consumption based on a load cycle (engine speed and torque). In the <a href="../GUI/VECTO-Editor.html">Job File</a> only the following parameters are needed:</p> -<ul> -<li>Filepath to the Engine File (.veng)</li> -<li>Driving Cycles including engine torque (or power) and engine speed</li> -</ul> -<p>The <a href="../fileformat/VDRI.html">driving cylce (.vdri)</a> must contain:</p> -<ul> -<li>Engine speed: header: <n></li> -<li>Engine torque <Me> <strong><em>or</em></strong> engine power <Pe> at clutch. To explicitly define <em>motoring operation</em> use the <strong><DRAG></strong> keyword,see below. VECTO replaces the keyword with the motoring torque/power from the <a href="../GUI/ENG-Editor.html#fld">.vfld file</a> during calculation.</li> -<li>[Optional] Additional power demand (aux) <Padd></li> -</ul> -<p><strong>Note that VECTO adds the engine's inertia to the given power demand!</strong></p> -<p><strong>Example .vdri cycle:</strong> <img src="../GUI/pics/VECTO-EngOnlyCycle.svg" alt="" /></p> -</body> -</html> diff --git a/User Manual/general/EngOnlyMode.md b/User Manual/general/EngOnlyMode.md index a9d135893c8218b5b19c7963fd8cffd87bdadbb9..e798ce95ccef8428e7b545d3598362463d62d372 100644 --- a/User Manual/general/EngOnlyMode.md +++ b/User Manual/general/EngOnlyMode.md @@ -2,12 +2,12 @@ Engine Only Mode ================ -When this mode is enabled in the Job File then VECTO only calculates the fuel consumption based on a load cycle (engine speed and torque). In the [Job File](../GUI/VECTO-Editor.html) only the following parameters are needed: +When this mode is enabled in the Job File then VECTO only calculates the fuel consumption based on a load cycle (engine speed and torque). In the [Job File](#job-editor) only the following parameters are needed: - Filepath to the Engine File (.veng) - Driving Cycles including engine torque (or power) and engine speed -The [driving cylce (.vdri)](../fileformat/VDRI.html) must contain: +The [driving cylce (.vdri)](#driving-cycle-.vdri) must contain: - Engine speed: header: <n> - Engine torque <Me> ***or*** engine power <Pe> at clutch. To explicitly define *motoring operation* use the **<DRAG>** keyword,see below. VECTO replaces the keyword with the motoring torque/power from the [.vfld file](../GUI/ENG-Editor.html#fld) during calculation. @@ -16,4 +16,4 @@ The [driving cylce (.vdri)](../fileformat/VDRI.html) must contain: **Note that VECTO adds the engine's inertia to the given power demand!** **Example .vdri cycle:** -  \ No newline at end of file +  diff --git a/User Manual/general/FC.html b/User Manual/general/FC.html deleted file mode 100644 index 4369435179fb6c7cd4c287aa5b897f03de2304d1..0000000000000000000000000000000000000000 --- a/User Manual/general/FC.html +++ /dev/null @@ -1,1093 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <script src="https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML" type="text/javascript"></script> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="fuel-consumption-calculation">Fuel Consumption Calculation</h1> -<p>The base FC value is interpolated from the stationary <a href="../fileformat/VMAP.html">FC map</a>. If necessary the base value is corrected to compensate for unconsidered auxiliary energy consumption for vehicles with Start/Stop. In Declaration Mode additionally the WHTC correction is applied, see below.</p> -<p>The CO<sub>2</sub> result for the actual mission profile is directly derived from the fuel consumption using a gravimetric <a href="../GUI/settings.html">CO<sub>2</sub>/FC factor</a>.</p> -<h2 id="fuel-map-interpolation">Fuel Map Interpolation</h2> -<p>The interpolation is based on <a href="http://en.wikipedia.org/wiki/Delaunay_triangulation">Delaunay Triangulation <img src="../pics/misc/external-icon%2012x12.png" alt="" /></a> and works as follows:</p> -<ol style="list-style-type: decimal"> -<li>Triangulate the given rpm/torque/fuel points (= x,y,z) to create a network of triangles with each point of the map being part of at least one triangle.</li> -<li>Find the triangle where the to-be-interpolated load point (x,y) is inside. If no triangle meets the criterion the calculation will be aborted.</li> -<li>Calculate the z-value (= fuel) of the given x,y-point in the plane of the triangle</li> -</ol> -<div class="figure"> -<img src="pics/FCmap.png" alt="" /> - -</div> -<p><em>Delaunay Triangulation Example</em></p> -<h2 id="auxiliary---startstop-correction">Auxiliary - Start/Stop Correction</h2> -<p>For vehicles with <a href="StartStop.html">Start/Stop</a> the fuel consumption needs to be corrected to consider the wrong auxiliary energy balance caused by engine stops because VECTO uses a constant power demand for auxiliaries for the whole mission profile. The correction consists of the following steps:</p> -<ol style="list-style-type: decimal"> -<li>From all 1Hz data points of the VECTO simulation, a linear regression curve (y=k*x+d) for fuel consumption (unit: grams per hour) over engine power (unit: kilo-watt) is calculated (see figure below).</li> -<li>From the difference between the energy consumed by the auxiliaries in the simulation with Start/Stop function and the target value (unit kilowatt-hours), a cycle average change in mechanical power “ΔPe†(unit kilowatt) of the internal combustion engine is calculated (using an average alternator efficiency and the cycle time with running engine).</li> -<li>The correction of the fuel consumption is performed for all 1Hz time steps using: ΔFC (unit: grams per hour) = ΔPe * k where k = gradient in the regression. If the engine is running in motoring conditions ΔFC is set to zero.</li> -</ol> -<div class="figure"> -<img src="pics/StartStopCorrection.svg" alt="" /> - -</div> -<p><em>Example of a linear regression between engine power and fuel consumption</em></p> -<h2 id="whtc-correction">WHTC Correction</h2> -<p>The WHTC correction aims to counter the disadvantages of using a stationary FC map. The following steps are applied in VECTO for the WHTC correction method:</p> -<ol style="list-style-type: decimal"> -<li>VECTO interpolates the fuel consumption for the WHTC load cycle from the engine fuel map based on the target speed and target torque as determined based on the engine full-load curve. The results are FC values for the Urban, Rural and Motorway part.</li> -<li>The correction factor CF<sub>WHTC</sub> is calculated using the equation below considering the current mission profile's weighting factors for each part.</li> -<li>The factor is multiplied to the FC values for each time step and the total FC result.</li> -</ol> -<p><span class="math inline">\(CF_{WHTC} = \sum_{i=1}^{3} f_i \cdot \frac{FC_{meas_i}}{FC_{calc_i}}[-]\)</span></p> -<p>where:</p> -<table> -<tbody> -<tr class="odd"> -<td align="left"> CF<sub>WHTC</sub>   </td> -<td align="left">WHTC Correction Factor</td> -<td align="left">[-]</td> -</tr> -<tr class="even"> -<td align="left"> i      </td> -<td align="left">index for each part (Urban, Rural, Motorway)</td> -<td align="left">[-]</td> -</tr> -<tr class="odd"> -<td align="left"> f<sub>i</sub>      </td> -<td align="left">Weighting factor per part</td> -<td align="left">[-]</td> -</tr> -<tr class="even"> -<td align="left"> FC<sub>meas_i</sub>   </td> -<td align="left">WHTC measurement result per part (input parameter)</td> -<td align="left">[g/kWh]</td> -</tr> -<tr class="odd"> -<td align="left"> FC<sub>calc_i</sub>      </td> -<td align="left">Calculated FC per part</td> -<td align="left">[g/kWh]</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/general/FC.md b/User Manual/general/FC.md index b4bdfc86b7572426b8e3565a45b06adca036a113..dd69d889cf6f2c1ff92d1995617b5008c813afc4 100644 --- a/User Manual/general/FC.md +++ b/User Manual/general/FC.md @@ -2,15 +2,15 @@ Fuel Consumption Calculation ============================ -The base FC value is interpolated from the stationary [FC map](../fileformat/VMAP.html). If necessary the base value is corrected to compensate for unconsidered auxiliary energy consumption for vehicles with Start/Stop. In Declaration Mode additionally the WHTC correction is applied, see below. +The base FC value is interpolated from the stationary [FC map](#fuel-consumption-map-.vmap). If necessary the base value is corrected to compensate for unconsidered auxiliary energy consumption for vehicles with Start/Stop. In Declaration Mode additionally the WHTC correction is applied, see below. -The CO~2~ result for the actual mission profile is directly derived from the fuel consumption using a gravimetric [CO~2~/FC factor](../GUI/settings.html). +The CO~2~ result for the actual mission profile is directly derived from the fuel consumption using a gravimetric [CO~2~/FC factor](#settings). Fuel Map Interpolation ---------------------- -The interpolation is based on [Delaunay Triangulation ](http://en.wikipedia.org/wiki/Delaunay_triangulation) and works as follows: +The interpolation is based on [Delaunay Triangulation ](http://en.wikipedia.org/wiki/Delaunay_triangulation) and works as follows: 1. Triangulate the given rpm/torque/fuel points (= x,y,z) to create a network of triangles with each point of the map being part of at @@ -29,7 +29,7 @@ The interpolation is based on [Delaunay Triangulation  the fuel consumption needs to be corrected to consider the wrong auxiliary energy balance caused by engine stops because VECTO uses a constant power demand for auxiliaries for the whole mission profile. The correction consists of the following steps: +For vehicles with [Start/Stop](#engine-start-stop) the fuel consumption needs to be corrected to consider the wrong auxiliary energy balance caused by engine stops because VECTO uses a constant power demand for auxiliaries for the whole mission profile. The correction consists of the following steps: 1. From all 1Hz data points of the VECTO simulation, a linear regression curve (y=k\*x+d) for fuel consumption (unit: grams per hour) over engine power (unit: kilo-watt) is calculated (see figure below). 2. From the difference between the energy consumed by the auxiliaries in the simulation with Start/Stop function and the target value (unit kilowatt-hours), a cycle average change in mechanical power “ΔPe†(unit kilowatt) of the internal combustion engine is calculated (using an average alternator efficiency and the cycle time with running engine). @@ -61,4 +61,4 @@ where: | i      | index for each part (Urban, Rural, Motorway) | \[-\] | | f~i~      | Weighting factor per part | \[-\] | | FC~meas\_i~   | WHTC measurement result per part (input parameter) | \[g/kWh\] | -| FC~calc\_i~      | Calculated FC per part | \[g/kWh\] | \ No newline at end of file +| FC~calc\_i~      | Calculated FC per part | \[g/kWh\] | diff --git a/User Manual/general/LAC.html b/User Manual/general/LAC.html deleted file mode 100644 index 18aed0a6644e07c1df0e1fbdc4e48d823f828a78..0000000000000000000000000000000000000000 --- a/User Manual/general/LAC.html +++ /dev/null @@ -1,1043 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="look-ahead-coasting">Look-Ahead Coasting</h1> -<p>Like Overspeed, Look-Ahead Coasting is a function that aims on modelling real-life driver behaviour. It is a forward-looking function that detects forthcoming reductions in target speed in the mission profile (e.g. change of road type / speed limit, etc.) and induces an early deceleration using engine braking before applying mechanical brakes according to the <a href="AccLimit.html">deceleration limit</a>.</p> -<p>The implemented approach uses a predefined target deceleration (a<sub>lookahead</sub>) to calculate the deceleration time for each particular target speed change.</p> -<div class="figure"> -<img src="pics/LAC.svg" alt="" /> - -</div> -<p>At the resulting deceleration start point the model calculates the coasting trajectory until it meets the brake deceleration trajectory. The resulting deceleration consists of a coasting phase followed by combined mechanical/engine braking. If Look-Ahead Coasting is disabled only the braking phase according to the <a href="AccLimit.html">deceleration limit</a> will be applied.</p> -<dl> -<dt>Parameters in <a href="../GUI/VECTO-Editor.html">Job File</a>:</dt> -<dd><ul> -<li><strong>Target Retardation</strong> = a<sub>lookahead</sub></li> -<li><strong>Minimum speed</strong>. Below this speed the function is disabled.</li> -</ul> -</dd> -</dl> -</body> -</html> diff --git a/User Manual/general/LAC.md b/User Manual/general/LAC.md index fe1f786ef99250ec4425b7e89b4e95aebe2a6611..4c28f7471f600a73dec92f55075852dff7e74b02 100644 --- a/User Manual/general/LAC.md +++ b/User Manual/general/LAC.md @@ -1,15 +1,15 @@ Look-Ahead Coasting =================== -Like Overspeed, Look-Ahead Coasting is a function that aims on modelling real-life driver behaviour. It is a forward-looking function that detects forthcoming reductions in target speed in the mission profile (e.g. change of road type / speed limit, etc.) and induces an early deceleration using engine braking before applying mechanical brakes according to the [deceleration limit](AccLimit.html). +Like Overspeed, Look-Ahead Coasting is a function that aims on modelling real-life driver behaviour. It is a forward-looking function that detects forthcoming reductions in target speed in the mission profile (e.g. change of road type / speed limit, etc.) and induces an early deceleration using engine braking before applying mechanical brakes according to the [deceleration limit](#acceleration-limiting). The implemented approach uses a predefined target deceleration (a~lookahead~) to calculate the deceleration time for each particular target speed change.  At the resulting deceleration start point the model calculates the -coasting trajectory until it meets the brake deceleration trajectory. The resulting deceleration consists of a coasting phase followed by combined mechanical/engine braking. If Look-Ahead Coasting is disabled only the braking phase according to the [deceleration limit](AccLimit.html) will be applied. +coasting trajectory until it meets the brake deceleration trajectory. The resulting deceleration consists of a coasting phase followed by combined mechanical/engine braking. If Look-Ahead Coasting is disabled only the braking phase according to the [deceleration limit](#acceleration-limiting) will be applied. -Parameters in [Job File](../GUI/VECTO-Editor.html): +Parameters in [Job File](#job-editor): : - **Target Retardation** = a~lookahead~ -- **Minimum speed**. Below this speed the function is disabled. \ No newline at end of file +- **Minimum speed**. 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="transient-full-load">Transient Full Load</h1> -<p>VECTO uses a PT1 function to model transient torque build up using this formula:</p> -<p><span class="math inline">\(P_{fld\ dyn_{i}} = \frac{1}{T(n_{i})+1} \cdot [P_{fld\ stat}(n_{i})+T(n_{i}) \cdot P_{act_{i-1}}]\)</span></p> -<p>where:</p> -<table> -<tbody> -<tr class="odd"> -<td align="left">n<sub>i</sub></td> -<td align="left">current engine speed</td> -</tr> -<tr class="even"> -<td align="left">T(n<sub>i</sub>)</td> -<td align="left">PT1 time constant at engine speed n<sub>i</sub> (col. 4 in <a href="../fileformat/VFLD.html">.vfld file</a>)</td> -</tr> -<tr class="odd"> -<td align="left">P_fld_stat(n<sub>i</sub>)</td> -<td align="left">Static full load at engine speed n<sub>i</sub> (col. 2 in <a href="../fileformat/VFLD.html">.vfld file</a>)</td> -</tr> -<tr class="even"> -<td align="left">P_act<sub>i-1</sub></td> -<td align="left">Engine power in previous time step</td> -</tr> -</tbody> -</table> -</body> -</html> diff --git a/User Manual/general/PT1.md b/User Manual/general/PT1.md index 20382ce0fb56b5ec95259db6397dd7b6a86edf45..a8669c0c2520118490c75d2192f8984abe32968b 100644 --- a/User Manual/general/PT1.md +++ b/User Manual/general/PT1.md @@ -7,12 +7,14 @@ VECTO uses a PT1 function to model transient torque build up using this formula: $P_{fld\ dyn_{i}} = \frac{1}{T(n_{i})+1} \cdot [P_{fld\ stat}(n_{i})+T(n_{i}) \cdot P_{act_{i-1}}]$ + + where: | | | | ------------------ | -----------------------------------------------------------------------------------------| | n~i~ | current engine speed | -| T(n~i~) | PT1 time constant at engine speed n~i~ (col. 4 in [.vfld file](../fileformat/VFLD.html)) | -| P\_fld\_stat(n~i~) | Static full load at engine speed n~i~ (col. 2 in [.vfld file](../fileformat/VFLD.html)) | -| P\_act~i-1~ | Engine power in previous time step | \ No newline at end of file +| T(n~i~) | PT1 time constant at engine speed n~i~ (col. 4 in [.vfld file](#full-load-and-drag-curves-.vfld)) | +| P\_fld\_stat(n~i~) | Static full load at engine speed n~i~ (col. 2 in [.vfld file](#full-load-and-drag-curves-.vfld)) | +| P\_act~i-1~ | Engine power in previous time step | diff --git a/User Manual/general/PwheelInput.md b/User Manual/general/PwheelInput.md new file mode 100644 index 0000000000000000000000000000000000000000..3bfb43677c870720867fd2fe897ade084ad457a8 --- /dev/null +++ b/User Manual/general/PwheelInput.md @@ -0,0 +1,26 @@ +P~wheel~-Input (SiCo Mode) +========================== + +For verification tasks it is possible to manually input the power at wheels (Pwheel) which is normally calculated via longitudinal dynamics. In this case VECTO only calculates the losses between wheels and engine and auxiliary power demand. +This mode is active as soon as Pwheel, Gear and Engine Speed are defined in the driving cycle. + +Requirements +------------ + +- Driving Cycle must include Pwheel, Gear and Engine Speed, see [Driving Cycle (.vdri) format](#driving-cycle-.vdri). +- The driving cycle must be time-based. +- Distance Correction must be disabled ([Options tab in Main Form](#options-tab)). + +**Example driving cylce with Pwheel input.** + +| \<t\> | \<Pwheel\> | \<Gear\> | \<n\> +|-------|------------|----------|-------- +|1|0.0|0|560.0 +|2|0.0|0|560.0 +|3|14.0|1|593.2 +|4|51.9|1|705.5 +|5|60.0|2|690.0 +|6|85.6|2|868.4 +|7|92.0|3|820.0 +|8|112.3|3|897.6 +|...|...|...|... diff --git a/User Manual/general/RRC.html b/User Manual/general/RRC.html deleted file mode 100644 index 7462eccf305df7e29737c1bd18e6cce16e65cf84..0000000000000000000000000000000000000000 --- a/User Manual/general/RRC.html +++ /dev/null @@ -1,1076 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="rolling-resistance-coefficient">Rolling Resistance Coefficient</h1> -<p>The rolling resistance is calculated using a speed-independent rolling resistance coefficient (RRC). In order to consider that the RRC is dependent from the vehicle weight it is modelled as a function of the total vehicle mass. The total RRC is calculated in VECTO using the following formula. The index i refers to each single vehicle axle (truck and trailer).</p> -<p><span class="math inline">\(RRC = \sum_{i=1}^{n} s_{(i)} \cdot RRC_{ISO(i)} \cdot (\frac{s_{(i)} \cdot m \cdot g}{w_{(i)} \cdot F_{zISO (i)}})^{ß-1}\)</span></p> -<table> -<tbody> -<tr class="odd"> -<td align="left">RRC</td> -<td align="left">[-]</td> -<td align="left">Total rolling resistance coefficient used for calculation</td> -</tr> -<tr class="even"> -<td align="left">s<sub>(i)</sub></td> -<td align="left">[-]</td> -<td align="left">Relative axle load. Defined in the <a href="../GUI/VEH-Editor.html">Vehicle File</a>.</td> -</tr> -<tr class="odd"> -<td align="left">RRC<sub>ISO(i)</sub></td> -<td align="left">[-]</td> -<td align="left">...Tyre RRC according to ISO 28580. Defined in the <a href="../GUI/VEH-Editor.html">Vehicle File</a>.</td> -</tr> -<tr class="even"> -<td align="left">m</td> -<td align="left">[kg]</td> -<td align="left">Vehicle mass plus loading.</td> -</tr> -<tr class="odd"> -<td align="left">g</td> -<td align="left">[m/s²]</td> -<td align="left">Earth gravity acceleration (constant = 9.81)</td> -</tr> -<tr class="even"> -<td align="left">w<sub>(i)</sub></td> -<td align="left">[-]</td> -<td align="left">Number of tyres (4 if Twin Tyres, else 2). Defined in the Vehicle File.</td> -</tr> -<tr class="odd"> -<td align="left">F<sub>zISO(i)</sub></td> -<td align="left">[N]</td> -<td align="left">Tyre test load according to ISO 28580 (85% of max. load capacity). Defined in the <a href="../GUI/VEH-Editor.html">Vehicle File</a>.</td> -</tr> -<tr class="even"> -<td align="left">β</td> -<td align="left">[-]</td> -<td align="left">Constant parameter = 0.9</td> -</tr> -</tbody> -</table> -<p>For each axle the parameters <strong>Relative axle load, RRC<sub>ISO</sub></strong> and <strong>F<sub>zISO</sub></strong> have to be defined. Axles with twin tyres have to be marked using the respective checkbox in the <a href="../GUI/VEH-Editor.html">Vehicle-Editor</a>.</p> -</body> -</html> diff --git a/User Manual/general/RRC.md b/User Manual/general/RRC.md index 69be145dc39bd2ffd8816c08ebec2096448416cf..c545c0981943fc2c20664a9b5b778f0b9d94d597 100644 --- a/User Manual/general/RRC.md +++ b/User Manual/general/RRC.md @@ -5,18 +5,20 @@ The rolling resistance is calculated using a speed-independent rolling resistanc In order to consider that the RRC is dependent from the vehicle weight it is modelled as a function of the total vehicle mass. The total RRC is calculated in VECTO using the following formula. The index i refers to each single vehicle axle (truck and trailer). -$RRC = \sum_{i=1}^{n} s_{(i)} \cdot RRC_{ISO(i)} \cdot (\frac{s_{(i)} \cdot m \cdot g}{w_{(i)} \cdot F_{zISO (i)}})^{ß-1}$ + +$RRC = \sum_{i=1}^{n} s_{(i)} \cdot RCC_{ISO(i)} \cdot ( \frac{s_{(i)} \cdot m \cdot g }{w_{(i)} \cdot F_{zISO(i)} } )^{\beta-1}$ + | | | | | ------- |----| ----------- | RRC | [-] | Total rolling resistance coefficient used for calculation | [calculated] -s~(i)~ | [-] | Relative axle load. Defined in the [Vehicle File](../GUI/VEH-Editor.html).| [user input] -RRC~ISO(i)~ | [-] | ...Tyre RRC according to ISO 28580. Defined in the [Vehicle File](../GUI/VEH-Editor.html). | [user input] +s~(i)~ | [-] | Relative axle load. Defined in the [Vehicle File](#vehicle-editor).| [user input] +RRC~ISO(i)~ | [-] | ...Tyre RRC according to ISO 28580. Defined in the [Vehicle File](#vehicle-editor). | [user input] m | [kg] | Vehicle mass plus loading. | [calculated] g | [m/s²] | Earth gravity acceleration (constant = 9.81) | [constant model parameter] w~(i)~ | [-] | Number of tyres (4 if Twin Tyres, else 2). Defined in the Vehicle File. | [user input] -F~zISO(i)~ | [N] | Tyre test load according to ISO 28580 (85% of max. load capacity). Defined in the [Vehicle File](../GUI/VEH-Editor.html). | [user input] +F~zISO(i)~ | [N] | Tyre test load according to ISO 28580 (85% of max. load capacity). Defined in the [Vehicle File](#vehicle-editor). | [user input] β | [-] | Constant parameter = 0.9 | [constant model parameter] -For each axle the parameters **Relative axle load, RRC~ISO~** and **F~zISO~** have to be defined. Axles with twin tyres have to be marked using the respective checkbox in the [Vehicle-Editor](../GUI/VEH-Editor.html). +For each axle the parameters **Relative axle load, RRC~ISO~** and **F~zISO~** have to be defined. Axles with twin tyres have to be marked using the respective checkbox in the [Vehicle-Editor](#vehicle-editor). diff --git a/User Manual/general/Shift.html b/User Manual/general/Shift.html deleted file mode 100644 index ea5512e7b3568b8a78f9abbeb76f0cd418003c54..0000000000000000000000000000000000000000 --- a/User Manual/general/Shift.html +++ /dev/null @@ -1,1052 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; - } - - body .markdown-body - { - padding: 30px; - } - - @font-face { - font-family: fontawesome-mini; - src: 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- - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="gear-shift-model">Gear Shift Model</h1> -<p>The Gear Shift Model is based on shift curves that define the engine speed for up- and down- shifting as a function of engine torque. As soon as the engine operation point passes one of the shift curves a gear change is initiated. The shift polygons are saved in the <a href="../fileformat/VGBS.html">Shift Polygons Input File (.vgbs)</a> and have to be added to the <a href="../GUI/GBX-Editor.html">Gearbox File</a>.  </p> -<p>In <a href="calc_Declaration.html">Declaration Mode</a> the shift polygons are generated automatically based on the full load curve of each gear. If the engine's full load torque is lower than the gear's, then the engine's full load is used to prevent unreasonable shifting with small engines.</p> -<div class="figure"> -<img src="pics/Shift.svg" alt="" /> - -</div> -<p><em>Example shift polygons</em></p> -<p>In the Gearbox File two additional parameters are defined:</p> -<ul> -<li><strong>Torque Reserve</strong> [%] - Required for the "<strong>Early Upshift</strong>" and "<strong>Skip Gears</strong>" options, see below.</li> -<li><strong>Minimum shift time</strong> [s] - Limits the time between two gear shifts in whole seconds. This rule will be ignored if rpms are too high or too low. Note that high values may cause high rpms during acceleration.</li> -</ul> -<h2 id="gear-skipping">Gear Skipping</h2> -<p>Gear Skipping can be enabled in the <a href="../GUI/GBX-Editor.html">Gearbox File</a>. By default it is enabled for AMT and MT. Whenever a gear change is initiated (by crossing the up- or down-shift line) VECTO may skip one or several gears as long as the required torque reserve is provided.</p> -<div class="figure"> -<img src="../GUI/pics/GBX-Editor-shift3.svg" alt="" /> - -</div> -<h2 id="early-upshift">Early Upshift</h2> -<p>Early Upshift can be enabled in the <a href="../GUI/GBX-Editor.html">Gearbox File</a> (Allow shift-up inside polygons). By default it is enabled for AMT only. If the next higher gear provides the required torque reserve and it's rpm is still above down-shift-rpm VECTO will shift up.</p> -<div class="figure"> -<img src="../GUI/pics/GBX-Editor-shift2.svg" alt="" /> - -</div> -</body> -</html> diff --git a/User Manual/general/Shift.md b/User Manual/general/Shift.md index e3c5b7057f6e5ce50015e5f2be59dfae63eb5899..959f813f1657c0199d1b9428c7441f25d8a75dd0 100644 --- a/User Manual/general/Shift.md +++ b/User Manual/general/Shift.md @@ -2,14 +2,29 @@ Gear Shift Model ================ -The Gear Shift Model is based on shift curves that define the engine speed for up- and down- shifting as a function of engine torque. As soon as the engine operation point passes one of the shift curves a gear change is initiated. The shift polygons are saved in the [Shift Polygons Input File (.vgbs)](../fileformat/VGBS.html) and have to be added to the [Gearbox File](../GUI/GBX-Editor.html). \ +The Gear Shift Model is based on shift curves that define the engine speed for up- and down- shifting as a function of engine torque. As soon as the engine operation point passes one of the shift curves a gear change is initiated. -In [Declaration Mode](calc_Declaration.html) the shift polygons are generated automatically based on the full load curve of each gear. If the engine's full load torque is lower than the gear's, then the engine's full load is used to prevent unreasonable shifting with small engines.  *Example shift polygons* +- **Down-shift:** + + - As soon as the current engine speed falls below the down-shift cuve a down-shift is initiated + +- **Up-shift:** + + - MT and AMT transmissions: Up-shift is initiated when the current engine speed is above the up-shift curve + - AT transmissions: Up-shift is initiated when the next-gear engine speed is above the up-shift curve + + + +The shift polygons are saved in the [Shift Polygons Input File (.vgbs)](#shift-polygons-input-file-.vgbs) and have to be added to the [Gearbox File](#gearbox-editor). \ + +In [Declaration Mode](#declaration-mode) the shift polygons are generated automatically based on the full load curve of each gear. If the engine's full load torque is lower than the gear's, then the engine's full load is used to prevent unreasonable shifting with small engines. + + In the Gearbox File two additional parameters are defined: - **Torque Reserve** \[%\] - Required for the "**Early Upshift**" and "**Skip Gears**" options, see below. @@ -19,14 +34,14 @@ In the Gearbox File two additional parameters are defined: Gear Skipping ------------- -Gear Skipping can be enabled in the [Gearbox File](../GUI/GBX-Editor.html). By default it is enabled for AMT and MT. Whenever a gear change is initiated (by crossing the up- or down-shift line) VECTO may skip one or several gears as long as the required torque reserve is provided. +Gear Skipping can be enabled in the [Gearbox File](#gearbox-editor). By default it is enabled for AMT and MT. Whenever a gear change is initiated (by crossing the up- or down-shift line) VECTO may skip one or several gears as long as the required torque reserve is provided. - + Early Upshift ------------- -Early Upshift can be enabled in the [Gearbox File](../GUI/GBX-Editor.html) (Allow shift-up inside polygons). By default it is enabled for AMT only. If the next higher gear provides the required torque reserve and it's rpm is still above down-shift-rpm VECTO will shift up. +Early Upshift can be enabled in the [Gearbox File](#gearbox-editor) (Allow shift-up inside polygons). By default it is enabled for AMT only. If the next higher gear provides the required torque reserve and it's rpm is still above down-shift-rpm VECTO will shift up. - \ No newline at end of file + diff --git a/User Manual/general/StartStop.html b/User Manual/general/StartStop.html deleted file mode 100644 index ce460a80dac7050477764bc94824041e1ded1bc9..0000000000000000000000000000000000000000 --- a/User Manual/general/StartStop.html +++ /dev/null @@ -1,1044 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; - } - - body .markdown-body - { - padding: 30px; - } - - @font-face { - font-family: fontawesome-mini; 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- } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="engine-startstop">Engine Start/Stop</h1> -<p>If enabled the engine will be turned off after the set <strong>Activation Delay [s] </strong>if the following conditions apply:</p> -<ul> -<li>Power demand ≤ 0</li> -<li>Vehicle speed is below <strong>Max Speed [km/h]</strong></li> -<li>Engine was running for at least <strong>Min ICE-On Time [s]</strong></li> -</ul> -<dl> -<dt>Parameters in <a href="../GUI/VECTO-Editor.html">Job File</a>:</dt> -<dd><ul> -<li><strong>Max speed [km/h]</strong>.</li> -<li><strong>Min ICE-On Time [s]</strong></li> -<li><strong>Activation Delay [s]</strong></li> -</ul> -</dd> -</dl> -<p>If Start/Stop is enabled the fuel consumption is corrected for not-considered auxiliary energy consumption during engine stop. See <a href="FC.html">Start/Stop FC Correction</a>.</p> -</body> -</html> diff --git a/User Manual/general/StartStop.md b/User Manual/general/StartStop.md index a5be284ddb5f10a63f74a364b58fc372dca35964..544ef81856d1ab4242a98927050a74e601574662 100644 --- a/User Manual/general/StartStop.md +++ b/User Manual/general/StartStop.md @@ -9,9 +9,9 @@ If enabled the engine will be turned off after the set **Activation Delay \[s\] -Parameters in [Job File](../GUI/VECTO-Editor.html): +Parameters in [Job File](#job-editor): : - **Max speed \[km/h\]**. - **Min ICE-On Time \[s\]** - **Activation Delay \[s\]** -If Start/Stop is enabled the fuel consumption is corrected for not-considered auxiliary energy consumption during engine stop. See [Start/Stop FC Correction](FC.html). \ No newline at end of file +If Start/Stop is enabled the fuel consumption is corrected for not-considered auxiliary energy consumption during engine stop. See [Start/Stop FC Correction](#fuel-consumption-calculation). diff --git a/User Manual/general/TC.html b/User Manual/general/TC.html deleted file mode 100644 index b33fe9e7bceaa6ad9c9eb8a9d48393a68340863e..0000000000000000000000000000000000000000 --- a/User Manual/general/TC.html +++ /dev/null @@ -1,1052 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; - } - - body .markdown-body - { - padding: 30px; - } - - @font-face { - font-family: fontawesome-mini; - src: 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- - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="torque-converter-model">Torque Converter Model</h1> -<p><strong>!!! The Torque Converter Model is still in development !!!</strong></p> -<p>The torque converter is defined as (virtual) separate gear. While TC active: Iterative calculation of engine torque and speed based on TC characteristic. Creeping: Engine speed set to idling. Brakes engaged to absorb surplus torque. <img src="../GUI/pics/GBX-TC.svg" alt="" /></p> -<h2 id="torque-converter-characteristics-file-.vtcc">Torque converter characteristics file (.vtcc)</h2> -<p>The file is described <a href="../fileformat/VTCC.html">here</a>.</p> -<h2 id="setup-for-conventional-at-gearboxes">Setup for Conventional AT gearboxes </h2> -<p>Torque converter file is defined for <strong>torque converter only</strong> <img src="../GUI/pics/GBX-TC-Setup1-1.svg" alt="" /></p> -<ul> -<li>Define TC gear with ratio of first (mechanical) gear</li> -<li>Set transmission losses of first gear (map or constant efficiency)</li> -</ul> -<div class="figure"> -<img src="../GUI/pics/GBX-TC-Setup-1-2.svg" alt="" /> - -</div> -<h2 id="setup-for-power-distributed-at-gearboxes">Setup for Power-distributed AT gearboxes</h2> -<p>Torque converter file is defined for the <strong>whole gearbox</strong> <img src="../GUI/pics/GBX-TC-Setup-2-1.svg" alt="" /></p> -<ul> -<li>Define TC gear with ratio = 1</li> -<li>Set transmission efficiency to 1 (= 100%) because losses are covered by the .vtcc file.</li> -</ul> -<div class="figure"> -<img src="../GUI/pics/GBX-TC-Setup-2-2.svg" alt="" /> - -</div> -</body> -</html> diff --git a/User Manual/general/TC.md b/User Manual/general/TC.md index 060faeda6a83b9b124b37d1548dfc417e4ae709a..7f9d08c630dd9afe1015ef4c62fa1f87f020a0c0 100644 --- a/User Manual/general/TC.md +++ b/User Manual/general/TC.md @@ -1,4 +1,3 @@ - Torque Converter Model ====================== @@ -6,34 +5,34 @@ Torque Converter Model **!!! The Torque Converter Model is still in development !!!** The torque converter is defined as (virtual) separate gear. While TC active: Iterative calculation of engine torque and speed based on TC characteristic. Creeping: Engine speed set to idling. Brakes engaged to absorb surplus torque. -  +  Torque converter characteristics file (.vtcc) --------------------------------------------- -The file is described [here](../fileformat/VTCC.html). +The file is described [here](#torque-converter-characteristics-.vtcc). Setup for Conventional AT gearboxes ----------------------------------- Torque converter file is defined for **torque converter only** - + - Define TC gear with ratio of first (mechanical) gear - Set transmission losses of first gear (map or constant efficiency) - + Setup for Power-distributed AT gearboxes ---------------------------------------- Torque converter file is defined for the **whole gearbox** - + - Define TC gear with ratio = 1 - Set transmission efficiency to 1 (= 100%) because losses are covered by the .vtcc file. - \ No newline at end of file + diff --git a/User Manual/general/calc_BATCH.html b/User Manual/general/calc_BATCH.html deleted file mode 100644 index 82d090900a303210c8ab824c1626f19d6f593f47..0000000000000000000000000000000000000000 --- a/User Manual/general/calc_BATCH.html +++ /dev/null @@ -1,1039 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="batch-mode">Batch Mode</h1> -<p>In Batch Mode a list of vehicles is run with a list of driving cycles. Each vehicle defined in the Job List is calculated with each driving cycle defined in the Driving Cycle List. Note that the Driving Cycle List is only visible if Batch Mode is enabled in the Main Form / Options Tab.</p> -<h2 id="requirements">Requirements</h2> -<ul> -<li>One or more checked job files in the Job List. The job files don't need to include driving cycles. These are ignored in Batch mode.</li> -<li>One or more checked driving cycles in the Dricing Cycle List</li> -</ul> -<h2 id="results">Results</h2> -<ul> -<li>Modal results (.vmod) for each job file and driving cycle. One file for each vehicle/cycle combination.</li> -<li>Average/sum results (.vsum / .vsum.json). One file in total containing results for each vehicle/cycle combination.</li> -</ul> -</body> -</html> diff --git a/User Manual/general/calc_BATCH.md b/User Manual/general/calc_BATCH.md index bdeb2f371fb770a316bc55a958fb709beb36284f..6ec696a91422cdc3114aaa1196352b2251bca5bb 100644 --- a/User Manual/general/calc_BATCH.md +++ b/User Manual/general/calc_BATCH.md @@ -1,4 +1,3 @@ - Batch Mode ========== @@ -14,4 +13,4 @@ Results ------- - Modal results (.vmod) for each job file and driving cycle. One file for each vehicle/cycle combination. -- Average/sum results (.vsum / .vsum.json). One file in total containing results for each vehicle/cycle combination. \ No newline at end of file +- Average/sum results (.vsum / .vsum.json). 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- - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="declaration-mode">Declaration Mode</h1> -<p>In Declaration Mode all input parameters that are not user-defined in official certification are locked in the user interface and automatically defined by VECTO during calculation. Calculations will be performed for each mission profile (of the corresponding HDV class) with three different loadings each: Empty, full and with reference loading. </p> -<p>Declaration Mode can be activated in the <a href="../GUI/mainform.html">Options Tab</a>.</p> -<h2 id="requirements">Requirements</h2> -<ul> -<li>One or more checked job files in the Job List</li> -<li>The job files don't need to include driving cycles. These are automatically assigned.</li> -</ul> -<h2 id="results">Results</h2> -<ul> -<li>Modal results (.vmod) for each job file and driving cycle. One file for each cycle.</li> -<li>Average/sum results (.vsum / .vsum.json). One file in total containing results for each calculation.</li> -<li>Results overview (.pdf). One file for each job file.</li> -</ul> -</body> -</html> diff --git a/User Manual/general/calc_Declaration.md b/User Manual/general/calc_Declaration.md index ca6b8821b4b3b768969c8b9b2403161e84865499..b31f54e6221ffe0cde0dbd038f6ce7ed5c8a2193 100644 --- a/User Manual/general/calc_Declaration.md +++ b/User Manual/general/calc_Declaration.md @@ -4,7 +4,7 @@ Declaration Mode In Declaration Mode all input parameters that are not user-defined in official certification are locked in the user interface and automatically defined by VECTO during calculation. Calculations will be performed for each mission profile (of the corresponding HDV class) with three different loadings each: Empty, full and with reference loading. -Declaration Mode can be activated in the [Options Tab](../GUI/mainform.html). +Declaration Mode can be activated in the [Options Tab](#main-form). Requirements @@ -20,4 +20,4 @@ Results - Modal results (.vmod) for each job file and driving cycle. One file for each cycle. - Average/sum results (.vsum / .vsum.json). One file in total containing results for each calculation. -- Results overview (.pdf). One file for each job file. \ No newline at end of file +- Results overview (.pdf). 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60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="standard-mode">Standard Mode</h1> -<p>This is the default calculation mode in VECTO. It is active when both <a href="calc_BATCH.html">Batch</a> and <a href="calc_Declaration.html">Declaration</a> Mode are disabled. In this mode a predefined list of job files (.vecto) is run. Each job file defines a vehicle and a list of driving cycles.</p> -<h2 id="requirements">Requirements</h2> -<ul> -<li>One or more checked job files in the Job List</li> -<li>Each job file must include at least one driving cycle</li> -</ul> -<h2 id="results">Results</h2> -<ul> -<li>Modal results (.vmod) for each job file and driving cycle. One file for each cycle.</li> -<li>Average/sum results (.vsum / .vsum.json). One file in total containing results for each calculation.</li> -</ul> -</body> -</html> diff --git a/User Manual/general/calc_STANDARD.md b/User Manual/general/calc_STANDARD.md index a4ab47edbca3f5d21a1d820990c05edd2bb5ee79..c2289eccee13b36faa3661d6c81a4737e3028bf6 100644 --- a/User Manual/general/calc_STANDARD.md +++ b/User Manual/general/calc_STANDARD.md @@ -2,7 +2,7 @@ Standard Mode ============= -This is the default calculation mode in VECTO. It is active when both [Batch](calc_BATCH.html) and [Declaration](calc_Declaration.html) Mode are disabled. In this mode a predefined list of job files (.vecto) is run. Each job file defines a vehicle and a list of driving cycles. +This is the default calculation mode in VECTO. It is active when both [Batch](#batch-mode) and [Declaration](#declaration-mode) Mode are disabled. In this mode a predefined list of job files (.vecto) is run. Each job file defines a vehicle and a list of driving cycles. Requirements ------------ @@ -15,4 +15,4 @@ Results ------- - Modal results (.vmod) for each job file and driving cycle. One file for each cycle. -- Average/sum results (.vsum / .vsum.json). One file in total containing results for each calculation. \ No newline at end of file +- Average/sum results (.vsum / .vsum.json). One file in total containing results for each calculation. diff --git a/User Manual/general/calc_index.html b/User Manual/general/calc_index.html deleted file mode 100644 index c843c1dfa253e8700a389c3b6d60154161cbdd69..0000000000000000000000000000000000000000 --- a/User Manual/general/calc_index.html +++ /dev/null @@ -1,1035 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; - } - - body .markdown-body - { - padding: 30px; - } - - @font-face { - font-family: fontawesome-mini; - src: 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.markdown-body .caution:before { - content: "\f06a\00a0"; - color: #d7a796; - } - - .markdown-body .hint:before { - content: "\f05a\00a0"; - color: #96c6d7; - } - - .markdown-body .danger:before { - content: "\f057\00a0"; - color: #c25f77; - } - - .markdown-body .question:before { - content: "\f059\00a0"; - color: #96a6d7; - } - - .markdown-body .note:before { - content: "\f040\00a0"; - color: #d7c896; - } - - .markdown-body .admonition::after { - content: normal; - } - - .markdown-body .attention { - border-left: 6px solid #a6d796; - } - - .markdown-body .caution { - border-left: 6px solid #d7a796; - } - - .markdown-body .hint { - border-left: 6px solid #96c6d7; - } - - .markdown-body .danger { - border-left: 6px solid #c25f77; - } - - .markdown-body .question { - border-left: 6px solid #96a6d7; - } - - .markdown-body .note { - border-left: 6px solid #d7c896; - } - - .markdown-body .admonition>*:first-child { - margin-top: 0 !important; - } - - .markdown-body .admonition>*:last-child 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255, 255, .4) 27%, transparent 27%, - transparent 52%, rgba(255, 255, 255, .4) 52%, - rgba(255, 255, 255, .4) 77%, transparent 77%, - transparent - ); - } - - .markdown-body .progress-100plus .progress-bar { - background-color: #a6d796; - } - - .markdown-body .progress-80plus .progress-bar { - background-color: #c6d796; - } - - .markdown-body .progress-60plus .progress-bar { - background-color: #d7c896; - } - - .markdown-body .progress-40plus .progress-bar { - background-color: #d7a796; - } - - .markdown-body .progress-20plus .progress-bar { - background-color: #d796a6; - } - - .markdown-body .progress-0plus .progress-bar { - background-color: #c25f77; - } - - .markdown-body .candystripe-animate .progress-bar{ - -webkit-animation: animate-stripes 3s linear infinite; - -moz-animation: animate-stripes 3s linear infinite; - animation: animate-stripes 3s linear infinite; - } - - @-webkit-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @-moz-keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - @keyframes animate-stripes { - 0% { - background-position: 0 0; - } - - 100% { - background-position: 60px 0; - } - } - - .markdown-body .gloss .progress-bar { - box-shadow: - inset 0 4px 12px rgba(255, 255, 255, .7), - inset 0 -12px 0 rgba(0, 0, 0, .05); - } - - /* Multimarkdown Critic Blocks */ - .markdown-body .critic_mark { - background: #ff0; - } - - .markdown-body .critic_delete { - color: #c82829; - text-decoration: line-through; - } - - .markdown-body .critic_insert { - color: #718c00 ; - text-decoration: underline; - } - - .markdown-body .critic_comment { - color: #8e908c; - font-style: italic; - } - - .markdown-body .headeranchor { - font: normal normal 16px octicons-anchor; - line-height: 1; - display: inline-block; - text-decoration: none; - -webkit-font-smoothing: antialiased; - -moz-osx-font-smoothing: grayscale; - -webkit-user-select: none; - -moz-user-select: none; - -ms-user-select: none; - user-select: none; - } - - .headeranchor:before { - content: '\f05c'; - } - - .markdown-body .task-list-item { - list-style-type: none; - } - - .markdown-body .task-list-item+.task-list-item { - margin-top: 3px; - } - - .markdown-body .task-list-item input { - margin: 0 4px 0.25em -20px; - vertical-align: middle; - } - - /* Media */ - @media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } - } - - @media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } - } - - @media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="calculation-modes">Calculation Modes</h1> -<p>The Calculation Mode can be changed in the Options Tab of the <a href="../GUI/mainform.html">Main Form</a>. VECTO is running in Standard Mode when Batch Mode and Declaration Mode is disabled.</p> -<p>Note that <a href="EngOnlyMode.html">Engine Only Mode</a> is not an actual calculation mode and can be set for each <a href="../GUI/VECTO-Editor.html">Job File</a> individually and used in Standard and Batch Mode.</p> -<ul> -<li><a href="calc_STANDARD.html">Standard Mode</a></li> -<li><a href="calc_BATCH.html">Batch Mode</a></li> -<li><a href="calc_Declaration.html">Declaration Mode</a></li> -</ul> -</body> -</html> diff --git a/User Manual/general/calc_index.md b/User Manual/general/calc_index.md index b81206dc7ffc59bf030ea40795fbc6c1a90bace1..e4701dc7685cb21bf1fdc6fe80bbf8111a013830 100644 --- a/User Manual/general/calc_index.md +++ b/User Manual/general/calc_index.md @@ -2,10 +2,10 @@ Calculation Modes ================= -The Calculation Mode can be changed in the Options Tab of the [Main Form](../GUI/mainform.html). VECTO is running in Standard Mode when Batch Mode and Declaration Mode is disabled. +The Calculation Mode can be changed in the Options Tab of the [Main Form](#main-form). VECTO is running in Standard Mode when Batch Mode and Declaration Mode is disabled. -Note that [Engine Only Mode](EngOnlyMode.html) is not an actual calculation mode and can be set for each [Job File](../GUI/VECTO-Editor.html) individually and used in Standard and Batch Mode. +Note that [Engine Only Mode](#engine-only-mode) is not an actual calculation mode and can be set for each [Job File](#job-editor) individually and used in Standard and Batch Mode. -- [Standard Mode](calc_STANDARD.html) -- [Batch Mode](calc_BATCH.html) -- [Declaration Mode](calc_Declaration.html) \ No newline at end of file +- [Standard Mode](#standard-mode) +- [Batch Mode](#batch-mode) +- [Declaration Mode](#declaration-mode) diff --git a/User Manual/general/cd.html b/User Manual/general/cd.html deleted file mode 100644 index 86bf6f4da31f8dc11b4d58807da53ccdd8773caf..0000000000000000000000000000000000000000 --- a/User Manual/general/cd.html +++ /dev/null @@ -1,1041 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; - } - - body .markdown-body - { - 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h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="cross-wind-correction">Cross Wind Correction</h1> -<p>VECTO offers two different modes to consider cross wind influence on the drag coefficient. It is configured in the <a href="../GUI/VEH-Editor.html">Vehicle File</a>.</p> -<h2 id="speed-dependent-correction">Speed dependent correction</h2> -<p>This is the default mode which is used in <a href="calc_Declaration.html">Declaration Mode</a>. The base drag coefficient (see <a href="../GUI/VEH-Editor.html">Vehicle File</a>) is corrected by a speed dependent scaling function. The input file (.vcdv) format is described <a href="../fileformat/VCDV.html">here</a>.</p> -<div class="figure"> -<img src="pics/VCDV.png" alt="" /> - -</div> -<h2 id="correction-using-vair-beta-input">Correction using Vair & Beta Input</h2> -<p>If available the actual (measured) air speed and direction can be used. The input file (.vcdb) defines the drag coefficient scaling factor. The input file (.vcdb) format is described <a href="../fileformat/VCDB.html">here</a>. The <a href="../fileformat/VDRI.html">driving cycle</a> must include the air speed relative to vehicle (<vair_res>) and the wind yaw angle (<vair_beta>).</p> -<div class="figure"> -<img src="pics/VCDB.png" alt="" /> - -</div> -</body> -</html> diff --git a/User Manual/general/cd.md b/User Manual/general/cd.md index 282f2c582c6c017d9b8fd981641164fb408acd1f..3168d20640b287f7ee88ee1e745878f94df04148 100644 --- a/User Manual/general/cd.md +++ b/User Manual/general/cd.md @@ -1,16 +1,20 @@ - Cross Wind Correction ===================== +VECTO offers two different modes to consider cross wind influence on the drag coefficient. It is configured in the [Vehicle File](#vehicle-editor). + + + Speed dependent correction (Declaration Mode) +---------------------------------------------- +This is the default mode which is used in [Declaration Mode](#declaration-mode). The speed dependent c~d~ x A curve (see below) is calculated based on generic parameters for each vehicle class and the base c~d~ x A value form the [Vehicle File](#vehicle-editor). -VECTO offers two different modes to consider cross wind influence on the drag coefficient. It is configured in the [Vehicle File](../GUI/VEH-Editor.html). - Speed dependent correction ---------------------------- +Speed dependent correction (User-defined) +----------------------------------------- +The base c~d~ x A value (see [Vehicle File](#vehicle-editor)) is corrected with a user-defined speed dependent scaling function. The input file (.vcdv) format is described [here](#speed-dependent-cross-wind-correction-input-file-.vcdv). -This is the default mode which is used in [Declaration Mode](calc_Declaration.html). The base drag coefficient (see [Vehicle File](../GUI/VEH-Editor.html)) is corrected by a speed dependent scaling function. The input file (.vcdv) format is described [here](../fileformat/VCDV.html).  @@ -19,6 +23,6 @@ This is the default mode which is used in [Declaration Mode](calc_Declaration.ht ----------------------------------- If available the actual (measured) air speed and direction can be used. The input file (.vcdb) defines the drag coefficient scaling factor. The -input file (.vcdb) format is described [here](../fileformat/VCDB.html). The [driving cycle](../fileformat/VDRI.html) must include the air speed relative to vehicle (<vair\_res>) and the wind yaw angle (<vair\_beta>). +input file (.vcdb) format is described [here](#vair-beta-cross-wind-correction-input-file-.vcdb). The [driving cycle](#driving-cycle-.vdri) must include the air speed relative to vehicle (<vair\_res>) and the wind yaw angle (<vair\_beta>). -  \ No newline at end of file +  diff --git a/User Manual/main/changelog.md b/User Manual/general/changelog.md similarity index 86% rename from User Manual/main/changelog.md rename to User Manual/general/changelog.md index 61833f12937901376b021157742a58e21df2a0d0..43fdddb8df36259626174bd798722f2b25257d52 100644 --- a/User Manual/main/changelog.md +++ b/User Manual/general/changelog.md @@ -1,6 +1,43 @@ Changelog ========= +VECTO 2.2 +--------- + +- Bugfix: Error in Declaration Mode Pneumatic System aux power calculation ([kW] were interpreted as [W]) +- Bugfix: Error in Declaration Mode Electric System aux power calculation +- Moved gear-specific Full Load Curves to Gearbox File +- Combined Drag Coefficient * Cross Sectional Area in one input parameter +- Updated .vgbx file format (Added gear-specific Full Load Curves) +- Updated .veng file format (Removed gear-specific Full Load Curves) +- Updated .vveh file format (Combined Drag Coefficient * Cross Sectional Area in one parameter) +- Updated Generic Vehicles (new file formats) +- Removed WHTC Correction Factor Calculation. Now in external tool, VECTO-Engine. +- Test Options are now only available in Engineering Mode +- Gearbox Editor now shows generic and user-defined shift polygons (if available) +- Various small updates in GUI +- Added 'Create JIRA Issue' dialog + + +VECTO 2.1.4 +----------- + +- Bugfixes in start gear and (A)MT shift model +- Updated Coach .vcdv file for higher speeds to avoid extrapolation +- Renamed output "FC" to "FC-Map" for better clarification +- Same header for g/h and g/km output +- Reduced minimum turbine speed for 1C-to-2C AT up-shift condition from 900 to 700rpm. +- Updated cross wind correction parameters to current White Book values + + +VECTO 2.1.3 +----------- + +- PwheelPos output in VSUM file. +- Implemented new Cd*A(v) method +- Bugfix in TC model +- Bugfix: Unit error in Cd(v) methods caused incorrect Delta-Cd value being used + VECTO 2.1.2 ----------- @@ -270,4 +307,4 @@ VECTO 1.1 - Distance Correction is now active only in acceleration and cruise phases. - Fixed cycles starting with vehicle speed = 0. In V1.0 the first and second time step were averaged to speed values > 0. - Demo data updated for new gear shift model -- New independent licensing dll replaces TUG's version \ No newline at end of file +- New independent licensing dll replaces TUG's version diff --git a/User Manual/general/cmd.html b/User Manual/general/cmd.html deleted file mode 100644 index a7f40ad8f16bc512a4d6d10f9e097cf7ca670737..0000000000000000000000000000000000000000 --- a/User Manual/general/cmd.html +++ /dev/null @@ -1,1050 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> -<html xmlns="http://www.w3.org/1999/xhtml"> -<head> - <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> - <meta http-equiv="Content-Style-Type" content="text/css" /> - <meta name="generator" content="pandoc" /> - <title></title> - <style type="text/css">code{white-space: pre;}</style> - <!DOCTYPE html><html><head><meta charset="utf-8"><style>body { - width: 80%; 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- } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="command-line-arguments">Command Line Arguments</h1> -<div class="figure"> -<img src="pics/cmd.png" alt="" /> - -</div> -<p>It is possible to control basic functions of VECTO via command line arguments (e.g. to automate calculations and results analysis using scripts).</p> -<h2 id="general-notes">General Notes</h2> -<ul> -<li>The order in which the arguments are provided is free.</li> -<li>If a file path includes space characters (e.g. "C:\VECTO Test Files\Demo.vecto") then double quotes have to be used (as in the picture above).</li> -<li>If not the complete file path is defined (e.g. "file1.vecto" instead of "c:\data\file1.vecto") then VECTO expects the file in the application directory (where VECTO.exe is located).</li> -<li>In the instructions below square brackets "[  ]" indicate optional arguments.</li> -</ul> -<h2 id="standard-mode">Standard Mode</h2> -<pre><code> VECTO.exe -run \[-close\] \[file1.vecto file2.vecto ... fileN.vecto\]</code></pre> -<p>Runs calculation(s) either with the provided .vecto file(s) or (if no file names are defined) with the files already loaded on start up*. If -<strong>close</strong> is used then VECTO closes after calculations are done.</p> -<h2 id="batch-mode">Batch Mode</h2> -<pre><code> VECTO.exe -run -batch \[-close\] \[file1.vecto file2.vecto ... fileN.vecto\] \[cycle1.vdri cycle2.vdri ... cycleN.vdri\]</code></pre> -<p>Switches to BATCH mode and runs with the provided .vecto and .vdri files. If no files are defined the pre-loaded files* are used. If -<strong>close</strong> is used then VECTO closes after calculations are done.</p> -<h2 id="opening-files">Opening files</h2> -<pre><code> VECTO.exe file1.xxx</code></pre> -<p>If the file has one of the following extensions it is opened with the associated editor dialog: .vecto, .vgbx, .veng, .vveh. Note: if more than one .vecto file is provided they will be loaded in the file list (replacing the pre-loaded list*) instead.</p> -<p>*pre-loaded files: When VECTO starts it loads the file lists (.vecto, .vdri) of the last session, see <a href="../fileformat/App.html">Application Files</a>. These files can be changes manually if VECTO is not running.</p> -</body> -</html> diff --git a/User Manual/general/cmd.md b/User Manual/general/cmd.md index 707d3e30591414aef32b536a6bba2f8b3dca5ea7..988f7cf0e116de50b4a0378d4a06a458b0b366a5 100644 --- a/User Manual/general/cmd.md +++ b/User Manual/general/cmd.md @@ -1,4 +1,3 @@ - Command Line Arguments ====================== @@ -47,4 +46,4 @@ Opening files If the file has one of the following extensions it is opened with the associated editor dialog: .vecto, .vgbx, .veng, .vveh. Note: if more than one .vecto file is provided they will be loaded in the file list (replacing the pre-loaded list\*) instead. - *pre-loaded files: When VECTO starts it loads the file lists (.vecto, .vdri) of the last session, see [Application Files](../fileformat/App.html). These files can be changes manually if VECTO is not running. \ No newline at end of file + *pre-loaded files: When VECTO starts it loads the file lists (.vecto, .vdri) of the last session, see [Application Files](#application-files). 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" 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vertical-align: middle; -} - -/* Media */ -@media only screen and (min-width: 480px) { - .markdown-body { - font-size:14px; - } -} - -@media only screen and (min-width: 768px) { - .markdown-body { - font-size:16px; - } -} - -@media print { - .markdown-body * { - background: transparent !important; - color: black !important; - filter:none !important; - -ms-filter: none !important; - } - - .markdown-body { - font-size:12pt; - max-width:100%; - outline:none; - border: 0; - } - - .markdown-body a, - .markdown-body a:visited { - text-decoration: underline; - } - - .markdown-body .headeranchor-link { - display: none; - } - - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; 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- - .markdown-body a[href]:after { - content: " (" attr(href) ")"; - } - - .markdown-body abbr[title]:after { - content: " (" attr(title) ")"; - } - - .markdown-body .ir a:after, - .markdown-body a[href^="javascript:"]:after, - .markdown-body a[href^="#"]:after { - content: ""; - } - - .markdown-body pre { - white-space: pre; - white-space: pre-wrap; - word-wrap: break-word; - } - - .markdown-body pre, - .markdown-body blockquote { - border: 1px solid #999; - padding-right: 1em; - page-break-inside: avoid; - } - - .markdown-body .progress, - .markdown-body .progress-bar { - -moz-box-shadow: none; - -webkit-box-shadow: none; - box-shadow: none; - } - - .markdown-body .progress { - border: 1px solid #ddd; - } - - .markdown-body .progress-bar { - height: 22px; - border-right: 1px solid #ddd; - } - - .markdown-body tr, - .markdown-body img { - page-break-inside: avoid; - } - - .markdown-body img { - max-width: 100% !important; - } - - .markdown-body p, - .markdown-body h2, - .markdown-body h3 { - orphans: 3; - widows: 3; - } - - .markdown-body h2, - .markdown-body h3 { - page-break-after: avoid; - } - } - </style><title>ENG-Editor</title></head><body><article class="markdown-body"> -</head> -<body> -<h1 id="changelog">Changelog</h1> -<h2 id="vecto-2.1.2">VECTO 2.1.2</h2> -<ul> -<li>Improved TC iteration for higher precision</li> -<li>Extended possible TC speed ratio</li> -</ul> -<h2 id="vecto-2.1.1">VECTO 2.1.1</h2> -<ul> -<li>Bugfix: Incorrect torque calculation in AT/TC model caused early up-shifts</li> -<li>Updated C-to-C shift strategy with acc_min rule (see V2.1)</li> -</ul> -<h2 id="vecto-2.1">VECTO 2.1</h2> -<ul> -<li>Automatic Transmission / Torque Converter Model -<ul> -<li>Limit engine rpm in torque converter operation acc. > acc_min</li> -<li>Shift up (C-to-L, L-to-L) if acc. > acc_min and next-gear-rpm > threshold</li> -<li>C-to-C up-shift condition based on N80h engine speed (instead of N95h)</li> -</ul></li> -<li>Pwheel-Input (SiCo Mode)</li> -<li>FC [g/h] is always saved in output (in addition to [g/km]), not only</li> -<li>in Engine Only mode</li> -<li>GUI: Corrected air density unit in GUI</li> -<li>Bugfix: Format error in .vmod header</li> -</ul> -<h2 id="vecto-2.0.4-beta4_test-test-release">VECTO 2.0.4-beta4_Test (Test Release)</h2> -<ul> -<li>Transmission loss extrapolation Errors are now Warnings in Engineering Mode.</li> -<li>Bugfix: Error in TC Iteration caused crash</li> -<li>Bugfix: Minimizing Graph window caused crash</li> -<li>Fixed error in cycle conversion</li> -<li>Errors if full load curve is too "short"</li> -</ul> -<h2 id="vecto-2.0.4-beta3">VECTO 2.0.4-beta3</h2> -<ul> -<li>Bugfix: VECTO didn't check if the full load curve covers the speed range up to nhi. Now it will abort if the full load curve is "too short"</li> -<li>Update in Torque Convert model: Allowed engine speed range up to n95h (before: Pmax-speed)</li> -<li>Bugfix: Rare crashes caused by gear shift model</li> -<li>Bugfix: Error in engine inertia power calculation</li> -<li>Torque Converter losses in modal results</li> -<li>Implemented speed profile cleaning for very small values. (Caused shifting back to first gear when decelerating.)</li> -<li>DEV Option for advanced CSV format output (units line, additional info)</li> -</ul> -<h2 id="vecto-2.0.4-beta2">VECTO 2.0.4-beta2</h2> -<ul> -<li>Bugfix: VECTO freezed if torque converter creeping was not possible due to low full load torque. Now it will abort with error message.</li> -<li>Bugfix: Small fixes in torque converter model</li> -</ul> -<h2 id="vecto-2.0.4-beta1">VECTO 2.0.4-beta1</h2> -<ul> -<li>Updated CSV format of some declaration config files</li> -<li>Various bugfixes in AT model</li> -<li>rdyn validation</li> -<li>Fixed bug in map interpolation</li> -<li>Added ..\Developer Guide\Segment Table Description.xlsx</li> -<li>Fixed bug that caused engine power > full load</li> -</ul> -<h2 id="vecto-2.0.4-beta">VECTO 2.0.4-beta</h2> -<ul> -<li>AT update for 1C2C gearboxes</li> -<li>Warning when opening or running files if file was created in different mode (Declaration/Engineering Mode)</li> -</ul> -<h2 id="vecto-2.0.3-beta0">VECTO 2.0.3-beta0</h2> -<ul> -<li>Implemented engine-side TC inertia input parameter in GBX file</li> -<li>Updated User Manual for TC inertia</li> -<li>Relabeled "OK" buttons to "Save" in input file editors</li> -</ul> -<h2 id="vecto-2.0.2-beta2">VECTO 2.0.2-beta2</h2> -<ul> -<li>AT/TC Update</li> -<li>Various smaller fixes</li> -</ul> -<h2 id="vecto-2.0.2-beta1">VECTO 2.0.2-beta1</h2> -<ul> -<li>AT/TC Update</li> -<li>Engine inertia power demand (PaEng) is now always calculated based on the previous engine speed rather than vehicle acceleration.</li> -<li>Various smaller fixes</li> -</ul> -<h2 id="vecto-2.0.1-beta1-hotfix.vecto-33">VECTO 2.0.1-beta1-hotfix.VECTO-33</h2> -<ul> -<li>Fixed VECTO-34</li> -<li>Updated .vsum(.json) -<ul> -<li>Added l/100km and CO2 results. (Fixed VECTO-33)</li> -<li>Added FC-Final.</li> -<li>Added Loading. (json)</li> -<li>Added missing fuel parameters. (json)</li> -</ul></li> -<li>Updated README.md</li> -</ul> -<h2 id="vecto-2.0.1-beta1">VECTO 2.0.1-beta1</h2> -<ul> -<li>Updated Segment Table header</li> -<li>Fixed Eco Roll (VECTO-30)</li> -<li>Fixed Cycles in VECTO Editor being overwritten in Engineering Mode (VECTO-31)</li> -</ul> -<h2 id="vecto-2.0.1-beta0">VECTO 2.0.1-beta0</h2> -<ul> -<li>Update Notes > Release Notes</li> -<li>Segment Table header</li> -</ul> -<h2 id="vecto-2.0">VECTO 2.0</h2> -<ul> -<li>Updated CSV file format. Now only one header with units included.</li> -<li>Changed input file comment symbol form "c" to "#".</li> -<li>Replaced old Demo/Default Data with "Demo Vehicles"</li> -<li>Updated User Manual</li> -<li>Declaration Mode</li> -<li>Updated GUI including Charts</li> -<li>New internal Graph for VMOD files (replaces GRAPHi)</li> -<li>Shift polygons can be set separately for each gear</li> -<li>Removed rated power (not used anymore)</li> -<li>Removed rated engine speed form engine file. Now calculated form vfld file.</li> -</ul> -<h2 id="vecto-1.4.rc8">VECTO 1.4.RC8</h2> -<ul> -<li>Bugfix: Eco Roll didn't go into motoring operation when Overspeed-Limit was reached (could cause higher FC than Overspeed Mode)</li> -<li>Minor update in demo data (12t motoring curve)</li> -</ul> -<h2 id="vecto-1.4.rc7">VECTO 1.4.RC7</h2> -<ul> -<li>Bugfix: Error in road gradient resulted in altitude error</li> -<li>Speed reduction in smaller steps to get closer to full load curve (before speed was sometimes reduced too much and caused problem with gear shifting)</li> -<li>Updates in demo data</li> -</ul> -<h2 id="vecto-1.4.rc6">VECTO 1.4.RC6</h2> -<ul> -<li>Bugfix in torque converter calculation</li> -</ul> -<h2 id="vecto-1.4.rc5">VECTO 1.4.RC5</h2> -<ul> -<li>Bugfix: Gears using torque converter and transmission loss maps may cause invalid "out of engine operation range" errors</li> -<li>Null values for FzISO will abort calculation</li> -<li>Exact road gradient calculation (sin(arctan(grad)*m*g) instead of grad*m*g) and road gradient influence on roll resistance (cos(arctan(grad)*m*g instead of m*g)</li> -<li>Torque converter update: rpms over rated speed are not allowed.</li> -<li>Fixed Wheels inertia in Demo Data</li> -</ul> -<h2 id="vecto-1.4.rc4">VECTO 1.4.RC4</h2> -<ul> -<li>Bugfix: FC interpolation failed when load points matched map points exactly.</li> -<li>Bugfix: Invalid "FC= -10000!" errors when outside of FC-Map</li> -<li>Bugfix: Vehicle stand-still at end of cycle was ignored (distance-based cycles only)</li> -<li>FC extrapolation will not abort calculation. Invalid FC values are marked in output as "ERROR".</li> -<li>No abortion if transmission output and input torque have different signs</li> -<li>(In>0, Out<0). (Caused "Transmission Loss Map invalid" error messages)</li> -<li>Eco-Roll revised. New rules: -<ul> -<li>Engages if Pwheel < 0</li> -<li>Disengages if Underspeed is reached.</li> -</ul></li> -<li>Look-Ahead Coasting now uses real coasting also if road gradient > 0 which means the coasting deceleration can be so high that no braking is necessary. In this case the braking phase will be omitted and the total deceleration time can be shorter than expected by the given target coasting deceleration.</li> -<li>"Minimum (actual) speed" instead of "Min. Target Speed" for Eco-Roll,</li> -<li>Overspeed and Look Ahead Coasting</li> -<li>Major update in Gearbox/Toque Converter: -<ul> -<li>Torque converter can be defined in multiple gears</li> -<li>Same gear numbers in output as in GBX file, i.e. first gear with TC is not "TC" or "0.5" but simply "1"</li> -<li>"Minimum time between two gear shifts" now also limits torque converter shifts</li> -<li>Unlimited number of gears and new gear list in GUI without fixed gear number</li> -<li>Improved gear shift model for torque converter</li> -<li>Driving Cycle Preprocessing and Gear Shift Model now use approximated efficiency values based in the transmission loss maps. Reduces calculation time significantly with little to no impact on fuel consumption.</li> -</ul></li> -<li>Full load and drag curves (.vfld) can be defined for each gear separately.</li> -<li>Bugfix: Distance Correction didn't work right with Look Ahead Coasting. Now distance error is acceptable but at the cost of partly interrupted coasting phases. Should be revised in future updates.</li> -<li>Engine Only Mode: Engine motoring points can be defined explicitly in load cycle with "<DRAG>"</li> -<li>When speed is under 5km/h and engine in motoring operating then gearbox shifts to Neutral</li> -<li>Load-dependent rolling resistance coefficient</li> -<li>Start-Stop activation delay time can be defined in job file</li> -<li>File signing features added: -<ul> -<li>After each calculation a signature file (.vsig) is created which includes signatures for all input and result files. The file itself is also signed.</li> -<li>Signature files can be verified or manually created under "Tools" > "Sign or Verify Files"</li> -</ul></li> -<li>Changes in header and new parameters in modal results (.vmod): -<ul> -<li>engine speed => n</li> -<li>torque => Tq_eng</li> -<li>Pe => Pe_eng</li> -<li>New: Tq_clutch = torque at clutch (before clutch, engine-side)</li> -<li>New: Tq_full = full load torque</li> -<li>New: Tq_drag = drag torque</li> -<li>Removed: Pe_norm, n_norm -Changes in summary results (.vsum)</li> -<li>Total altitude change instead of average gradient</li> -<li>Auxiliary energy consumption for each auxiliary</li> -</ul></li> -<li>Removed: Pe_norm, n_norm</li> -<li>Same job file list for BATCH and STANDARD (Job file list does not change when switching mode)</li> -<li>Updated some error messages (units)</li> -<li>Driving Cycle stop times corrected (No more zero stop times).</li> -</ul> -<h2 id="vecto-1.3.1.1">VECTO 1.3.1.1</h2> -<ul> -<li>Fixed error in power calculation (rotatory part of acceleration force)</li> -</ul> -<h2 id="vecto-1.3.1">VECTO 1.3.1</h2> -<ul> -<li>Fixed assembly information</li> -</ul> -<h2 id="vecto-1.3">VECTO 1.3</h2> -<ul> -<li>Some file-specific error messages link to files</li> -<li>Eco-Roll, Overspeed, Look Ahead Coasting</li> -</ul> -<h2 id="vecto-1.2">VECTO 1.2</h2> -<ul> -<li>Engine Start/Stop implemented</li> -<li>Bugfix: Fixed error in FC interpolation (invalid extrapolation errors)</li> -<li>FC Extrapolation will abort the calculation</li> -<li>Transmission Type selection in Gearbox (.vgbx) file. -<ul> -<li>Enables/Disables transmission type-specific options</li> -<li>In Proof-Of-Concept mode "Custom" type is available with all options enabled.</li> -</ul></li> -<li>Automatic Transmission mode with Torque converter: Input parameters in Gearbox file !!still being tested!!</li> -<li>Option to open files with GRAPHi or user-defined tool</li> -<li>User Manual updated</li> -<li>Bugfix: Files with relative paths were not located correctly</li> -<li>Corrected comment line for wheels inertia and axle config in .vveh file</li> -<li>Changed RRC unit in GUI from [-] to [N/N]</li> -<li>Tranmission Loss Maps are not converted to n,Pe-Maps anymore. Should fix non-linear interpolation effects.</li> -<li>Engine Only Mode</li> -</ul> -<h2 id="vecto-1.1">VECTO 1.1</h2> -<ul> -<li>Speed values below 0.09km/h are set to 0km/h</li> -<li>New gear shift model -<ul> -<li>Replaces old gear shift model!</li> -<li>New parameters in .vgbx file including path to gear shift polygons file</li> -<li>Old gear shift model parameters removed from .vecto file</li> -</ul></li> -<li>Command Line Arguments processing (see User Manual): -<ul> -<li>Changed prefix form "/" to "-"</li> -<li>Bugfix: Argument "-run" was not processed</li> -<li>Job files and driving cycles can be added via command line</li> -<li>Files without path are expected in the Working Directory</li> -</ul></li> -<li>User Manual update for command line arguments</li> -<li>Various fixes in GUI</li> -<li>Bugfix: Error in Cycle Conversion (distance- to time-based) when using Aux Power Input.</li> -<li>Distance Correction is now active only in acceleration and cruise phases.</li> -<li>Fixed cycles starting with vehicle speed = 0. In V1.0 the first and second time step were averaged to speed values > 0.</li> -<li>Demo data updated for new gear shift model</li> -<li>New independent licensing dll replaces TUG's version</li> -</ul> -</body> -</html> diff --git a/User Manual/main/foot.html b/User Manual/main/foot.html deleted file mode 100644 index fece5d4bc6a35022339ad61ca85cd45277c66932..0000000000000000000000000000000000000000 --- a/User Manual/main/foot.html +++ /dev/null @@ -1,11 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01//EN" "http://www.w3.org/TR/html4/strict.dtd"> -<html><head> -<meta content="text/html; charset=ISO-8859-1" http-equiv="content-type"><title>VECTO User Manual</title></head> -<body> -<span style="font-family: Calibri;"></span> -<div style="text-align: center;"> -<div style="text-align: left;"> -<hr style="width: 100%; height: 0px;"><a target="mainframe" href="mailto:vecto@jrc.ec.europa.eu"><span style="font-family: Calibri;">Contact</span></a> -</div> -</div> -</body></html> \ No newline at end of file diff --git a/User Manual/main/head.html b/User Manual/main/head.html deleted file mode 100644 index 452c9c304b20282b3bc60eea8dbf1a44556792d2..0000000000000000000000000000000000000000 --- a/User Manual/main/head.html +++ /dev/null @@ -1,18 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01//EN" "http://www.w3.org/TR/html4/strict.dtd"> -<html><head> -<meta content="text/html; charset=ISO-8859-1" http-equiv="content-type"><title>VECTO User Manual</title> - -</head> -<body> -<table style="width: 100%; height: 54px; text-align: left; margin-left: auto; margin-right: auto;" border="0" cellpadding="2" cellspacing="2"> -<tbody> -<tr> -<td style="width: 110px;"><a href="../usermanual.html" target="_parent"><img style="border: 0px solid ; width: 106px; height: 36px;" alt="VECTO-Logo" src="../pics/VECTO-small.PNG"></a></td> -<td><a href="../usermanual.html" target="_parent"><span style="color: rgb(0, 0, 0); font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: center; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; font-family: Verdana;">User -Manual</span></a><span style="color: rgb(0, 0, 0); font-family: 'Times New Roman'; font-size: medium; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: center; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; display: inline ! important; float: none;"></span></td> -<td style="text-align: right; width: 405px;"><a href="https://ec.europa.eu/jrc/" target="_blank"><img style="border: 0px solid ; width: 173px; height: 36px;" alt="JRC-Logo" src="../pics/JRC.png" hspace="5"></a><a href="http://www.ivt.tugraz.at/" target="_blank"><img src="../pics/IVT.png" alt="IVT-Logo" style="border: 0px solid ; width: 74px; height: 36px;" hspace="5"></a><a href="http://portal.tugraz.at/pls/portal/url/page/TU_Graz" target="_blank"><img src="../pics/TUG.png" alt="TUG-Logo" style="border: 0px solid ; width: 96px; height: 36px;" hspace="5"></a></td> -</tr> -</tbody> -</table> -<hr style="width: 100%; height: 1px;"><span style="font-family: Verdana;"><span style="text-decoration: underline;"></span></span><a href="usermanual.html"><span style="font-family: Verdana;"></span></a> -</body></html> \ No newline at end of file diff --git a/User Manual/main/index.html b/User Manual/main/index.html deleted file mode 100644 index 2ecea664c017f83dd20b9c40dbf0282a7b5051e5..0000000000000000000000000000000000000000 --- a/User Manual/main/index.html +++ /dev/null @@ -1,91 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01//EN" "http://www.w3.org/TR/html4/strict.dtd"> -<html><head> -<meta content="text/html; charset=ISO-8859-1" http-equiv="content-type"><title>VECTO User Manual</title> -<style> -li+ul {margin-left: -1.5em} -</style> - -</head><body> - -<ul style="text-align: left; font-family: Calibri; line-height: 1.7em;"> - <li><a target="mainframe" href="../main/changelog.html">Changelog</a></li> - <li><a target="mainframe" href="../GUI/index.html">User Interface</a></li> - <ul> - <li><a target="mainframe" href="../GUI/mainform.html">Main Form</a></li> - <ul> - <li><a target="mainframe" href="../GUI/settings.html">Settings</a></li> - </ul> - <li><a target="mainframe" href="../GUI/VECTO-Editor.html">Job Editor</a></li> - <ul> - <li><a target="mainframe" href="../GUI/VECTO-Editor_Aux.html">Aux Dialog</a></li> - </ul> - <li><a target="mainframe" href="../GUI/VEH-Editor.html">Vehicle Editor</a></li> - <li><a target="mainframe" href="../GUI/ENG-Editor.html">Engine Editor</a></li> - <li><a target="mainframe" href="../GUI/GBX-Editor.html">Gearbox Editor</a></li> - <li><a target="mainframe" href="../GUI/Graph.html">Graph Window</a></li> - </ul> - <li><a target="mainframe" href="../general/calc_index.html">Calculation Modes</a></li> - <ul> - <li><a target="mainframe" href="../general/calc_STANDARD.html">Standard Mode</a></li> - <li><a target="mainframe" href="../general/calc_BATCH.html">Batch Mode</a></li> - <li><a target="mainframe" href="../general/calc_Declaration.html">Declaration Mode</a></li> - </ul> - <li>Functions</li> - <ul> - <li><a target="mainframe" href="../general/AccLimit.html">Acceleration Limiting</a></li> - <li><a target="mainframe" href="../general/Auxiliaries.html">Auxiliaries</a></li> - <li><a target="mainframe" href="../general/cd.html">Cross Wind Correction</a></li> - <li><a target="mainframe" href="../general/EcoRoll.html">Eco-Roll</a></li> - <li><a target="mainframe" href="../general/EngOnlyMode.html">Engine Only Mode</a></li> - <li><a target="mainframe" href="../general/StartStop.html">Engine Start/Stop</a></li> - <li><a target="mainframe" href="../general/FC.html">Fuel Consumption Calculation</a></li> - <li><a target="mainframe" href="../general/Shift.html">Gear Shift Model</a></li> - <li><a target="mainframe" href="../general/LAC.html">Look-Ahead Coasting</a></li> - <li><a target="mainframe" href="../general/EcoRoll.html">Overspeed</a></li> - <li><a target="mainframe" href="../general/RRC.html">Roll Resistance Coefficient</a></li> - <li><a target="mainframe" href="../general/TC.html">Torque Converter Model</a></li> - <li><a target="mainframe" href="../general/PT1.html">Transient Full Load (PT1 approach)</a></li> - </ul> - <li><a target="mainframe" href="../general/cmd.html">Command line arguments</a></li> - <li>Input and Output Files</li> - <ul> - <li><a target="mainframe" href="../fileformat/index.html">CSV Format</a></li> - <li>Input Files</li> - <ul> - <li><a target="mainframe" href="../GUI/VECTO-Editor.html">Job File (.vecto)</a></li> - - <li><a target="mainframe" href="../GUI/VEH-Editor.html">Vehicle File (.vveh)</a></li> - <ul> - <li><a target="mainframe" href="../fileformat/VCDV.html">Cross Wind Correction (Speed dependent) Input File (.vcdv)</a></li> - <li><a target="mainframe" href="../fileformat/VCDB.html">Cross Wind Correction (Vair & Beta) Input File (.vcdb)</a></li> - <li><a target="mainframe" href="../fileformat/VRLM.html">Retarder Loss Torque Input File (.vrlm)</a></li> - </ul> - <li><a target="mainframe" href="../GUI/ENG-Editor.html">Engine File (.veng)</a></li> - <ul> - <li><a target="mainframe" href="../fileformat/VFLD.html">Full Load and Drag Torque (.vfld)</a></li> - <li><a target="mainframe" href="../fileformat/VMAP.html">Fuel Consumption Map (.vmap)</a></li> - </ul> - <li><a target="mainframe" href="../GUI/GBX-Editor.html">Gearbox File (.vgbx)</a></li> - <ul> - <li><a target="mainframe" href="../fileformat/VGBS.html">Shift polygons (.vgbs)</a></li> - <li><a target="mainframe" href="../fileformat/VTLM.html">Transmission Loss Map (.vtlm)</a></li> - <li><a target="mainframe" href="../fileformat/VTCC.html">Torque Converter Characteristics (.vtcc)</a></li> - </ul> - <li><a target="mainframe" href="../fileformat/VAUX.html">Auxiliary (.vaux)</a></li> - <li><a target="mainframe" href="../fileformat/VDRI.html">Driving Cycle (.vdri)</a></li> - <li><a target="mainframe" href="../fileformat/VACC.html">Acceleration Limiting Input File (.vacc)</a></li> - </ul> - <li>Output Files</li> - <ul> - <li><a target="mainframe" href="../fileformat/VMOD.html">Modal Results (.vmod)</a></li> - <li><a target="mainframe" href="../fileformat/VSUM.html">Summary Results (.vsum)</a></li> - </ul> - <li><a target="mainframe" href="../fileformat/App.html">Application Files</a></li> - </ul> -</ul> - - - -</body> - -</html> \ No newline at end of file diff --git a/User Manual/main/start.html b/User Manual/main/start.html deleted file mode 100644 index ba4035fe77e143bdc27beaf0fe273dad44d141a0..0000000000000000000000000000000000000000 --- a/User Manual/main/start.html +++ /dev/null @@ -1,13 +0,0 @@ -<!DOCTYPE html PUBLIC "-//W3C//DTD HTML 4.01//EN" "http://www.w3.org/TR/html4/strict.dtd"> -<html><head> -<meta content="text/html; charset=ISO-8859-1" http-equiv="content-type"><title>VECTO User Manual</title> - -</head> -<body> -<span style="font-family: Verdana;"><span style="text-decoration: underline;"></span></span><a href="usermanual.html"><span style="font-family: Verdana;"></span></a> -<div style="text-align: center;"><img style="width: 536px; height: 209px;" alt="VECTO" src="../pics/VECTOlarge.png" vspace="10"><br> -<br> -<span style="font-family: Verdana;"><big><big><big><span style="font-weight: bold;">User Manual</span></big></big></big> -<br> -VECTO 2.2<br></span><ul style="text-align: left; font-family: Tahoma; line-height: 1.7em;"></ul></div> -</body></html> \ No newline at end of file diff --git a/User Manual/output/html/help.html b/User Manual/output/html/help.html new file mode 100644 index 0000000000000000000000000000000000000000..5712f3c53e62f0ef2fdc8db67372d9c4059c7d5f --- /dev/null +++ b/User Manual/output/html/help.html @@ -0,0 +1,3357 @@ +<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> +<html xmlns="http://www.w3.org/1999/xhtml"> +<head> + <meta http-equiv="Content-Type" content="text/html; charset=utf-8" /> + <meta http-equiv="Content-Style-Type" content="text/css" /> + <meta name="generator" content="pandoc" /> + <title></title> + <style type="text/css">code{white-space: pre;}</style> + <link rel="stylesheet" href="style.css" type="text/css" /> + <script src="katex/katex.min.js"></script><link rel="stylesheet" href="katex/katex.min.css" /><script type="text/javascript">window.onload = function(){var mathElements = document.getElementsByClassName("math"); + for (var i=0; i < mathElements.length; i++) + { + var texText = mathElements[i].firstChild + katex.render(texText.data, mathElements[i]) + }} + </script> +</head> +<body> +<div id="TOC"> +<ul> +<li><a href="#user-interface">User Interface</a></li> +<li><a href="#main-form">Main Form</a><ul> +<li><a href="#description">Description</a></li> +<li><a href="#job-files-tab">Job Files Tab</a></li> +<li><a href="#driving-cycles-tab">Driving Cycles Tab</a></li> +<li><a href="#options-tab">Options Tab</a></li> +<li><a href="#controls">Controls</a></li> +</ul></li> +<li><a href="#settings">Settings</a><ul> +<li><a href="#description-1">Description</a></li> +<li><a href="#interface-settings">Interface Settings</a></li> +<li><a href="#calculation-settings">Calculation Settings</a></li> +<li><a href="#controls-1">Controls</a></li> +</ul></li> +<li><a href="#job-editor">Job Editor</a><ul> +<li><a href="#description-2">Description</a></li> +<li><a href="#relative-file-paths">Relative File Paths</a></li> +<li><a href="#general-settings">General Settings</a></li> +<li><a href="#driver-assist-tab">Driver Assist Tab</a></li> +<li><a href="#chart-area">Chart Area</a></li> +<li><a href="#controls-2">Controls</a></li> +</ul></li> +<li><a href="#auxiliary-dialog">Auxiliary Dialog</a><ul> +<li><a href="#description-3">Description</a></li> +<li><a href="#settings-1">Settings</a></li> +<li><a href="#controls-3">Controls</a></li> +</ul></li> +<li><a href="#vehicle-editor">Vehicle Editor</a><ul> +<li><a href="#description-4">Description</a></li> +<li><a href="#relative-file-paths-1">Relative File Paths</a></li> +<li><a href="#general-vehicle-parameters">General vehicle parameters</a></li> +<li><a href="#weightloading">Weight/Loading</a></li> +<li><a href="#air-resistance">Air Resistance</a></li> +<li><a href="#axleswheels">Axles/Wheels</a></li> +<li><a href="#retarder-losses">Retarder Losses</a></li> +<li><a href="#cross-wind-correction">Cross Wind Correction</a></li> +<li><a href="#controls-4">Controls</a></li> +</ul></li> +<li><a href="#engine-editor">Engine Editor</a><ul> +<li><a href="#description-5">Description</a></li> +<li><a href="#relative-file-paths-2">Relative File Paths</a></li> +<li><a href="#main-engine-parameters">Main Engine Parameters</a></li> +<li><a href="#full-load-and-drag-curves">Full Load and Drag Curves</a></li> +<li><a href="#fuel-consumption-map">Fuel Consumption Map</a></li> +<li><a href="#whtc-correction-factors">WHTC Correction Factors</a></li> +<li><a href="#chart-area-1">Chart Area</a></li> +<li><a href="#controls-5">Controls</a></li> +</ul></li> +<li><a href="#gearbox-editor">Gearbox Editor</a><ul> +<li><a href="#description-6">Description</a></li> +<li><a href="#relative-file-paths-3">Relative File Paths</a></li> +<li><a href="#main-gearbox-parameters">Main Gearbox Parameters</a></li> +<li><a href="#gears">Gears</a></li> +<li><a href="#gear-shift-parameters">Gear shift parameters</a></li> +<li><a href="#chart-area-2">Chart Area</a></li> +<li><a href="#torque-converter">Torque Converter</a></li> +<li><a href="#controls-6">Controls</a></li> +</ul></li> +<li><a href="#graph-window">Graph Window</a><ul> +<li><a href="#description-7">Description</a></li> +<li><a href="#channels">Channels</a></li> +<li><a href="#x-axis-controls">X Axis Controls</a></li> +<li><a href="#controls-7">Controls</a></li> +</ul></li> +<li><a href="#calculation-modes">Calculation Modes</a></li> +<li><a href="#standard-mode">Standard Mode</a><ul> +<li><a href="#requirements">Requirements</a></li> +<li><a href="#results">Results</a></li> +</ul></li> +<li><a href="#batch-mode">Batch Mode</a><ul> +<li><a href="#requirements-1">Requirements</a></li> +<li><a href="#results-1">Results</a></li> +</ul></li> +<li><a href="#declaration-mode">Declaration Mode</a><ul> +<li><a href="#requirements-2">Requirements</a></li> +<li><a href="#results-2">Results</a></li> +</ul></li> +<li><a href="#acceleration-limiting">Acceleration Limiting</a></li> +<li><a href="#auxiliaries">Auxiliaries</a></li> +<li><a href="#cross-wind-correction-1">Cross Wind Correction</a><ul> +<li><a href="#speed-dependent-correction-declaration-mode">Speed dependent correction (Declaration Mode)</a></li> +<li><a href="#speed-dependent-correction-user-defined">Speed dependent correction (User-defined)</a></li> +<li><a href="#correction-using-vair-beta-input">Correction using Vair & Beta Input</a></li> +</ul></li> +<li><a href="#overspeed-eco-roll">Overspeed / Eco-Roll</a><ul> +<li><a href="#overspeed">Overspeed</a></li> +<li><a href="#eco-roll">Eco-Roll</a></li> +</ul></li> +<li><a href="#engine-only-mode">Engine Only Mode</a></li> +<li><a href="#engine-startstop">Engine Start/Stop</a></li> +<li><a href="#fuel-consumption-calculation">Fuel Consumption Calculation</a><ul> +<li><a href="#fuel-map-interpolation">Fuel Map Interpolation</a></li> +<li><a href="#auxiliary---startstop-correction">Auxiliary - Start/Stop Correction</a></li> +<li><a href="#whtc-correction">WHTC Correction</a></li> +</ul></li> +<li><a href="#gear-shift-model">Gear Shift Model</a><ul> +<li><a href="#gear-skipping">Gear Skipping</a></li> +<li><a href="#early-upshift">Early Upshift</a></li> +</ul></li> +<li><a href="#look-ahead-coasting">Look-Ahead Coasting</a></li> +<li><a href="#overspeed-eco-roll-1">Overspeed / Eco-Roll</a><ul> +<li><a href="#overspeed-1">Overspeed</a></li> +<li><a href="#eco-roll-1">Eco-Roll</a></li> +</ul></li> +<li><a href="#pwheel-input-sico-mode">P<sub>wheel</sub>-Input (SiCo Mode)</a><ul> +<li><a href="#requirements-3">Requirements</a></li> +</ul></li> +<li><a href="#rolling-resistance-coefficient">Rolling Resistance Coefficient</a></li> +<li><a href="#torque-converter-model">Torque Converter Model</a><ul> +<li><a href="#torque-converter-characteristics-file-.vtcc">Torque converter characteristics file (.vtcc)</a></li> +<li><a href="#setup-for-conventional-at-gearboxes">Setup for Conventional AT gearboxes </a></li> +<li><a href="#setup-for-power-distributed-at-gearboxes">Setup for Power-distributed AT gearboxes</a></li> +</ul></li> +<li><a href="#transient-full-load">Transient Full Load</a></li> +<li><a href="#command-line-arguments">Command Line Arguments</a><ul> +<li><a href="#general-notes">General Notes</a></li> +<li><a href="#standard-mode-1">Standard Mode</a></li> +<li><a href="#batch-mode-1">Batch Mode</a></li> +<li><a href="#opening-files">Opening files</a></li> +</ul></li> +<li><a href="#csv-format">CSV Format</a><ul> +<li><a href="#exceptions">Exceptions</a></li> +</ul></li> +<li><a href="#job-editor-1">Job Editor</a><ul> +<li><a href="#description-8">Description</a></li> +<li><a href="#relative-file-paths-4">Relative File Paths</a></li> +<li><a href="#general-settings-1">General Settings</a></li> +<li><a href="#driver-assist-tab-1">Driver Assist Tab</a></li> +<li><a href="#chart-area-3">Chart Area</a></li> +<li><a href="#controls-8">Controls</a></li> +</ul></li> +<li><a href="#vehicle-editor-1">Vehicle Editor</a><ul> +<li><a href="#description-9">Description</a></li> +<li><a href="#relative-file-paths-5">Relative File Paths</a></li> +<li><a href="#general-vehicle-parameters-1">General vehicle parameters</a></li> +<li><a href="#weightloading-1">Weight/Loading</a></li> +<li><a href="#air-resistance-1">Air Resistance</a></li> +<li><a href="#axleswheels-1">Axles/Wheels</a></li> +<li><a href="#retarder-losses-1">Retarder Losses</a></li> +<li><a href="#cross-wind-correction-2">Cross Wind Correction</a></li> +<li><a href="#controls-9">Controls</a></li> +</ul></li> +<li><a href="#speed-dependent-cross-wind-correction-input-file-.vcdv">Speed Dependent Cross Wind Correction Input File (.vcdv)</a><ul> +<li><a href="#file-format">File Format</a></li> +</ul></li> +<li><a href="#vair-beta-cross-wind-correction-input-file-.vcdb">Vair & Beta Cross Wind Correction Input File (.vcdb)</a><ul> +<li><a href="#file-format-1">File Format</a></li> +</ul></li> +<li><a href="#retarder-loss-torque-input-file-.vrlm">Retarder Loss Torque Input File (.vrlm)</a><ul> +<li><a href="#file-format-2">File Format</a></li> +</ul></li> +<li><a href="#engine-editor-1">Engine Editor</a><ul> +<li><a href="#description-10">Description</a></li> +<li><a href="#relative-file-paths-6">Relative File Paths</a></li> +<li><a href="#main-engine-parameters-1">Main Engine Parameters</a></li> +<li><a href="#full-load-and-drag-curves-1">Full Load and Drag Curves</a></li> +<li><a href="#fuel-consumption-map-1">Fuel Consumption Map</a></li> +<li><a href="#whtc-correction-factors-1">WHTC Correction Factors</a></li> +<li><a href="#chart-area-4">Chart Area</a></li> +<li><a href="#controls-10">Controls</a></li> +</ul></li> +<li><a href="#full-load-and-drag-curves-.vfld">Full Load and Drag Curves (.vfld)</a><ul> +<li><a href="#file-format-3">File Format</a></li> +</ul></li> +<li><a href="#fuel-consumption-map-.vmap">Fuel Consumption Map (.vmap)</a><ul> +<li><a href="#file-format-4">File Format</a></li> +</ul></li> +<li><a href="#gearbox-editor-1">Gearbox Editor</a><ul> +<li><a href="#description-11">Description</a></li> +<li><a href="#relative-file-paths-7">Relative File Paths</a></li> +<li><a href="#main-gearbox-parameters-1">Main Gearbox Parameters</a></li> +<li><a href="#gears-1">Gears</a></li> +<li><a href="#gear-shift-parameters-1">Gear shift parameters</a></li> +<li><a href="#chart-area-5">Chart Area</a></li> +<li><a href="#torque-converter-1">Torque Converter</a></li> +<li><a href="#controls-11">Controls</a></li> +</ul></li> +<li><a href="#shift-polygons-input-file-.vgbs">Shift Polygons Input File (.vgbs)</a><ul> +<li><a href="#file-format-5">File Format</a></li> +</ul></li> +<li><a href="#transmission-loss-map-.vtlm">Transmission Loss Map (.vtlm)</a><ul> +<li><a href="#file-format-6">File Format</a></li> +</ul></li> +<li><a href="#torque-converter-characteristics-.vtcc">Torque Converter Characteristics (.vtcc)</a><ul> +<li><a href="#file-format-7">File Format</a></li> +</ul></li> +<li><a href="#auxiliary-input-file-.vaux">Auxiliary Input File (.vaux)</a><ul> +<li><a href="#file-format-8">File Format</a></li> +</ul></li> +<li><a href="#driving-cycle-.vdri">Driving Cycle (.vdri)</a><ul> +<li><a href="#important-notes">Important Notes</a></li> +<li><a href="#supported-identifiers">Supported Identifiers</a></li> +<li><a href="#examples">Examples</a></li> +</ul></li> +<li><a href="#acceleration-limiting-input-file-.vacc">Acceleration Limiting Input File (.vacc)</a><ul> +<li><a href="#file-format-9">File Format</a></li> +</ul></li> +<li><a href="#modal-results-.vmod">Modal Results (.vmod)</a></li> +<li><a href="#summary-results-.vsum">Summary Results (.vsum)</a></li> +<li><a href="#application-files">Application Files</a><ul> +<li><a href="#settings.json">Settings.json</a></li> +<li><a href="#job-cycle-lists">Job / Cycle lists</a></li> +<li><a href="#log.txt">LOG.txt</a></li> +<li><a href="#license-file">License file</a></li> +</ul></li> +<li><a href="#changelog">Changelog</a><ul> +<li><a href="#vecto-2.2">VECTO 2.2</a></li> +<li><a href="#vecto-2.1.4">VECTO 2.1.4</a></li> +<li><a href="#vecto-2.1.3">VECTO 2.1.3</a></li> +<li><a href="#vecto-2.1.2">VECTO 2.1.2</a></li> +<li><a href="#vecto-2.1.1">VECTO 2.1.1</a></li> +<li><a href="#vecto-2.1">VECTO 2.1</a></li> +<li><a href="#vecto-2.0.4-beta4_test-test-release">VECTO 2.0.4-beta4_Test (Test Release)</a></li> +<li><a href="#vecto-2.0.4-beta3">VECTO 2.0.4-beta3</a></li> +<li><a href="#vecto-2.0.4-beta2">VECTO 2.0.4-beta2</a></li> +<li><a href="#vecto-2.0.4-beta1">VECTO 2.0.4-beta1</a></li> +<li><a href="#vecto-2.0.4-beta">VECTO 2.0.4-beta</a></li> +<li><a href="#vecto-2.0.3-beta0">VECTO 2.0.3-beta0</a></li> +<li><a href="#vecto-2.0.2-beta2">VECTO 2.0.2-beta2</a></li> +<li><a href="#vecto-2.0.2-beta1">VECTO 2.0.2-beta1</a></li> +<li><a href="#vecto-2.0.1-beta1-hotfix.vecto-33">VECTO 2.0.1-beta1-hotfix.VECTO-33</a></li> +<li><a href="#vecto-2.0.1-beta1">VECTO 2.0.1-beta1</a></li> +<li><a href="#vecto-2.0.1-beta0">VECTO 2.0.1-beta0</a></li> +<li><a href="#vecto-2.0">VECTO 2.0</a></li> +<li><a href="#vecto-1.4.rc8">VECTO 1.4.RC8</a></li> +<li><a href="#vecto-1.4.rc7">VECTO 1.4.RC7</a></li> +<li><a href="#vecto-1.4.rc6">VECTO 1.4.RC6</a></li> +<li><a href="#vecto-1.4.rc5">VECTO 1.4.RC5</a></li> +<li><a href="#vecto-1.4.rc4">VECTO 1.4.RC4</a></li> +<li><a href="#vecto-1.3.1.1">VECTO 1.3.1.1</a></li> +<li><a href="#vecto-1.3.1">VECTO 1.3.1</a></li> +<li><a href="#vecto-1.3">VECTO 1.3</a></li> +<li><a href="#vecto-1.2">VECTO 1.2</a></li> +<li><a href="#vecto-1.1">VECTO 1.1</a></li> +</ul></li> +</ul> +</div> +<h1 id="user-interface">User Interface</h1> +<p>When VECTO starts the <a href="#main-form">Main Form</a> is loaded. Closing this form will close VECTO even if other dialogs are still open.</p> +<ul> +<li><a href="#main-form">Main Form</a> +<ul> +<li><a href="#settings">Settings</a></li> +</ul></li> +<li><a href="#job-editor">Job Editor</a> +<ul> +<li><a href="#auxiliary-dialog">Aux Dialog</a></li> +</ul></li> +<li><a href="#vehicle-editor">Vehicle Editor</a></li> +<li><a href="#engine-editor">Engine Editor</a></li> +<li><a href="#gearbox-editor">Gearbox Editor</a></li> +<li><a href="#graph-window">Graph Window</a></li> +</ul> +<h1 id="main-form">Main Form</h1> +<div class="figure"> +<img src="pics/mainform.svg" alt="" /> + +</div> +<h2 id="description">Description</h2> +<p>The Main Form is loaded when starting VECTO. Closing this form will close VECTO even if other dialogs are still open. In this form all global settings can be controlled and all other application dialogs can be opened.</p> +<p>In order to start a calculation the <a href="#calculation-modes">Calculation Mode</a> must be set and at least one <a href="#job-editor">Job File (.vecto)</a> must added to the Job List. After clicking START all checked files in the Job List will be calculated.</p> +<dl> +<dt>The Main Form includes three tabs as described below:</dt> +<dd><ul> +<li>Job Files Tab</li> +<li>Driving Cycles Tab (only if <a href="#batch-mode">Batch Mode</a> is enabled)</li> +<li>Options Tab</li> +</ul> +</dd> +</dl> +<h2 id="job-files-tab">Job Files Tab</h2> +<h3 id="job-files-list">Job Files List</h3> +<p>Job files (.vecto) listed here will be used for calculation. Unchecked files will be ignored! Doubleclick entries to edit job files with the <a href="#job-editor">VECTO Editor</a>.</p> +<dl> +<dt><img src="pics/checkbox.png" alt="cb" /> All</dt> +<dd>(Un-)Check all files in Job List. Only checked files are calculated when clicking START. +</dd> +</dl> +<p><img src="pics/plus-circle-icon.png" alt="add" /> <strong><em>Add files to Job List</em></strong></p> +<p><img src="pics/minus-circle-icon.png" alt="remove" /> <strong><em>Remove selected files from List</em></strong></p> +<p><img src="pics/Actions-arrow-up-icon.png" alt="up" /><img src="pics/Actions-arrow-down-icon.png" alt="down" /> <strong><em>Move selected files up or down in list</em></strong></p> +<h4 id="list-options">List Options</h4> +<ul> +<li><strong>Save/Load List</strong> +<ul> +<li>Save or load Job List to text file</li> +</ul></li> +<li><strong>Load Autosave-List</strong> +<ul> +<li>The Autosave-List is saved automatically on application exit and calculation start</li> +</ul></li> +<li><strong>Clear List</strong> +<ul> +<li>Remove all files from Job List</li> +</ul></li> +<li><strong>Remove Paths</strong> +<ul> +<li>Remove paths, i.e. only file names remain using the Working Directory as source path.</li> +</ul></li> +</ul> +<h3 id="start-start-button"><img src="pics/Play-icon.png" alt="START" /> <strong><em>START Button</em></strong></h3> +<p>Start VECTO in the selected mode (see <a href="#options-tab">Options</a>).</p> +<h2 id="driving-cycles-tab">Driving Cycles Tab</h2> +<dl> +<dt>Driving Cycle List</dt> +<dd>The Driving Cycles List is only used in <a href="#batch-mode">Batch Mode</a>. The same controls are used as in the Job Files List. +</dd> +</dl> +<h2 id="options-tab">Options Tab</h2> +<p>In this tab the global calculation settings can be changed.</p> +<dl> +<dt><img src="pics/checkbox.png" alt="" /> Declaration Mode</dt> +<dd>Enable or disable <a href="#declaration-mode">Declaration Mode</a> +</dd> +<dt><img src="pics/checkbox.png" alt="" /> Batch Mode</dt> +<dd>If Declaration Mode is disabled VECTO can be run in <a href="#batch-mode">Batch Mode</a>. +</dd> +<dt><img src="pics/checkbox.png" alt="cb" /> Cycle Distance Correction</dt> +<dd>Toggle Cycle Distance Correction. Always ON in Declaration Mode. Cycle Distance Correction monitors the driven distance in each time step and, if necessary, adds or removes time steps in order to keep the original distance given in the driving cycle. +</dd> +<dd><ul> +<li>If <strong>enabled</strong> the vehicle drives the same <strong>distance</strong> as given in the driving cycle</li> +<li>If <strong><em>disabled</em></strong> the vehicle travels the same <strong>time</strong> as given in the driving cycle (Note that distance-based cycles (see <a href="#driving-cycle-.vdri">here</a>) are always converted to time-based cycles internally)</li> +</ul> +</dd> +<dt><img src="pics/checkbox.png" alt="cb" /> Use gears/rpm’s form driving cycle</dt> +<dd>If activated VECTO will use gear and/or engine speed defintions included in the driving cycle (see <a href="#driving-cycle-.vdri">here</a>). +</dd> +<dt><img src="pics/checkbox.png" alt="cb" /> Write modal results</dt> +<dd>Toggle output of modal results (.vmod files). Summary files (.vsum, .vres) are always created. +</dd> +<dt><img src="pics/checkbox.png" alt="cb" /> Shutdown system after last job</dt> +<dd>If activated VECTO will shutdown the system after the last job was completed. (Can be aborted during 100 seconds before shutdown.) +</dd> +<dt>Output Path (BATCH Mode only)</dt> +<dd>Select target directory for result files (.vmod, .vres, .vsum) +</dd> +<dt><img src="pics/checkbox.png" alt="cb" /> Create Subdirectories for modal results (BATCH Mode only)</dt> +<dd>If activated a subdirectory for each job file will be created inside <strong>Output Path</strong> for modal output. +</dd> +</dl> +<h2 id="controls">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="new" /> New Job File</dt> +<dd>Create a new .vecto file using the <a href="#job-editor">VECTO Editor</a> +</dd> +<dt><img src="pics/Open-icon.png" alt="open" /> Open existing Job or Input File</dt> +<dd>Open an existing input file (Job, Engine, etc.) +</dd> +</dl> +<p><img src="pics/Misc-Tools-icon.png" alt="tools" /> <strong><em>Tools</em></strong></p> +<ul> +<li><strong><a href="#job-editor">Job</a>, <a href="#vehicle-editor">Vehicle</a>, <a href="#engine-editor">Engine</a>, <a href="#gearbox-editor">Gearbox</a> Editor</strong> +<ul> +<li>Opens the respective Editor</li> +</ul></li> +<li><strong>Graph</strong> +<ul> +<li>Open a new <a href="#graph-window">Graph Window</a></li> +</ul></li> +<li><strong>Open Log</strong> +<ul> +<li>Opens the <a href="#application-files">Log File</a> in the system’s default text editor</li> +</ul></li> +<li><strong>Settings</strong> +<ul> +<li>Opens the <a href="#settings">Settings</a> dialog.</li> +</ul></li> +</ul> +<p><img src="pics/Help-icon.png" alt="info" /> <strong><em>Help</em></strong></p> +<ul> +<li><strong>User Manual</strong> +<ul> +<li>Opens this User Manual</li> +</ul></li> +<li><strong>Create Activation File</strong> +<ul> +<li>Create an Activation File used for Licensing</li> +</ul></li> +<li><strong>About VECTO</strong> +<ul> +<li>Information about the software, license and support contact</li> +</ul></li> +</ul> +<dl> +<dt>Message List</dt> +<dd>All messages, warnings and errors are displayed here and written to the log file LOG.txt in the VECTO application folder. Depending on the colour the following message types are displayed: +</dd> +</dl> +<ul> +<li><span style="font-family: Courier New;">Status Messages</span></li> +<li><span style="font-family: Courier New; background-color: rgb(255, 204, 102);">Warnings</span></li> +<li><span style="font-family: Courier New; background-color: red; color: white;">Errors</span></li> +<li><span style="font-family: Courier New; text-decoration: underline; color: rgb(51, 51, 255);">Links</span> - click to open file/user manual/etc.</li> +</ul> +<p>Note that the <a href="#application-files">message log</a> can be opened in the <img src="pics/Misc-Tools-icon.png" alt="" /> Tools menu with <strong>Open Log</strong>.</p> +<dl> +<dt>Statusbar</dt> +<dd>Displays current status and progress of running calculations. When no calculation is running the current mode is displayed (Standard, Batch or Declaration Mode). +</dd> +</dl> +<h1 id="settings">Settings</h1> +<div class="figure"> +<img src="pics/Settings.svg" alt="" /> + +</div> +<h2 id="description-1">Description</h2> +<p>In the Settings dialog controls general application settings. The settings are saved in the <a href="#application-files">settings.json</a> file.</p> +<h2 id="interface-settings">Interface Settings</h2> +<dl> +<dt>Logfile Size Limit [MB]</dt> +<dd>Whenever the <a href="#application-files">Log File</a> reaches this size it will be restarted. One backup is always stored as LOG_backup.txt. +</dd> +<dt>File Open Command</dt> +<dd>This command will be used to open CSV Input Files like Driving Cycles (.vdri). See: <a href="http://en.wikipedia.org/wiki/Run_command">Run command<img src="pics/external-icon%2012x12.png" alt="" /></a><br /> +<strong>Name</strong>: Name of the command as it will be shown in the menu when clicking the <img src="pics/OpenFile.PNG" alt="" /> button.<br /> +<strong>Command</strong>: The actual command. +</dd> +<dd><p><strong><em>Example</em></strong> <em>: If the command is</em> <strong><em>excel</em></strong> <em>and the file is</em> <strong><em>C:\VECTO\cycle1.vdri</em></strong> <em>then VECTO will run:</em> <strong><em>excel “C:\VECTO\cycle1.vdriâ€</em></strong></p> +</dd> +</dl> +<h2 id="calculation-settings">Calculation Settings</h2> +<dl> +<dt>Air Density [kg/m³]</dt> +<dd>The Air Density is needed to calculate the air resistance together with the <strong>Drag Coefficient</strong> and the <strong>Cross Sectional Area</strong> (see <a href="#vehicle-editor">Vehicle Editor</a>). +</dd> +<dt>Fuel Density [kg/l]</dt> +<dd>The Fuel Density is used to calculate the l/km results. +</dd> +<dt>CO<sub>2</sub> -to-Fuel Ratio[-]</dt> +<dd>Mass ratio (kg<sub>CO2</sub> / kg<sub>FC</sub>) used to calculate CO<sub>2</sub> emissions. +</dd> +</dl> +<h2 id="controls-1">Controls</h2> +<dl> +<dt>Reset All Settings</dt> +<dd>All values in the Settings dialog and Options Tab of the <a href="#main-form">Main Form</a> will be restored to default values. +</dd> +</dl> +<p><img src="pics/OK.png" alt="" /> <strong><em>Save and close dialog</em></strong></p> +<p><img src="pics/Cancel.png" alt="" /> <strong><em>Close without saving</em></strong></p> +<h1 id="job-editor">Job Editor</h1> +<div class="figure"> +<img src="pics/VECTO-Editor.svg" alt="" /> + +</div> +<h2 id="description-2">Description</h2> +<p>The job file (.vecto) includes all informations to run a VECTO calculation. It defines the vehicle and the driving cycle(s) to be used for calculation. In summary it defines:</p> +<ul> +<li>Filepath to the <a href="#vehicle-editor">Vehicle File (.vveh)</a> which defines the not-engine/gearbox-related vehicle parameters</li> +<li>Filepath to the <a href="#engine-editor">Engine File (.veng)</a> which includes full load curve(s) and the fuel consumption map</li> +<li>Filepath ot the <a href="#gearbox-editor">Gearbox File (.vgbx)</a> which defines gear ratios and transmission losses</li> +<li>Auxiliaries</li> +<li>Driver Assist parameters</li> +<li>Driving Cycles (not used in Batch Mode)</li> +</ul> +<h2 id="relative-file-paths">Relative File Paths</h2> +<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths. Example: “Vehicles\Vehicle1.vveh†points to the “Vehicles†subdirectory of the Job File’s directoy.</p> +<p>VECTO automatically uses relative paths if the input file (e.g. Vehicle File) is in the same directory as the Job File. (The Job File must be saved before browsing for input files.)</p> +<h2 id="general-settings">General Settings</h2> +<dl> +<dt><img src="pics/checkbox.png" alt="" /> Engine Only Mode</dt> +<dd><p>Enables <a href="#engine-only-mode">Engine Only Mode</a>. Only the following parameters are needed for this mode:</p> +</dd> +</dl> +<ul> +<li>Filepath to the <a href="#engine-editor">Engine File (.veng)</a></li> +<li><a href="#driving-cycle-.vdri">Driving Cycles</a> including engine torque (or power) and engine speed</li> +</ul> +<dl> +<dt>Filepath to the Vehicle File (.vveh)</dt> +<dd>Files can be created and edited using the <a href="#vehicle-editor">Vehicle Editor</a>. +</dd> +<dt>Filepath to the Engine File (.veng)</dt> +<dd>Files can be created and edited using the <a href="#engine-editor">Engine Editor</a>. +</dd> +<dt>Filepath ot the Gearbox File(.vgbx)</dt> +<dd>Files can be created and edited using the <a href="#gearbox-editor">Gearbox Editor</a>. +</dd> +<dt>Auxiliaries</dt> +<dd>This list contains all auxiliaries used for calculation. The auxiliaries are configured using the <a href="#auxiliary-dialog">Auxiliary Dialog</a>. For each auxiliary an <a href="#auxiliary-input-file-.vaux">Auxiliary Input File (.vaux)</a> must be provided and the <a href="#driving-cycle-.vdri">driving cycle</a> must include the corresponding supply power. <strong>Double-click</strong> entries to edit with the <a href="#auxiliary-dialog">Auxiliary Dialog</a>. +</dd> +<dd><p><img src="pics/plus-circle-icon.png" alt="addaux" /> Add new Auxiliary</p> +</dd> +<dd><img src="pics/minus-circle-icon.png" alt="remaux" /> Remove the selected Auxiliary from the list +</dd> +<dd><p>See <a href="#auxiliaries">Auxiliaries</a> for details.</p> +</dd> +<dt>Cycles</dt> +<dd>List of cycles used for calculation. The .vdri format is described <a href="#driving-cycle-.vdri">here</a>. <strong>Double-click</strong> an entry to open the file (see <a href="#settings">File Open Command</a>). <strong>Click</strong> selected items to edit file paths. +</dd> +<dd><p><img src="pics/plus-circle-icon.png" alt="addcycle" /> Add cycle (.vdri)</p> +</dd> +<dd><img src="pics/minus-circle-icon.png" alt="remcycle" /> Remove the selected cycle from the list +</dd> +</dl> +<h2 id="driver-assist-tab">Driver Assist Tab</h2> +<p>In this tab the driver assistance functions are enabled and parameterised.</p> +<dl> +<dt>Engine Start/Stop</dt> +<dd>See <a href="#engine-start-stop">Engine Start/Stop</a> for details. +</dd> +<dt>Overspeed / Eco-Roll</dt> +<dd>See <a href="#overspeed-eco-roll">Overspeed / Eco-Roll</a> for details. +</dd> +<dt>Look-Ahead Coasting</dt> +<dd>See <a href="#look-ahead-coasting">Look-Ahead Coasting</a> for details. +</dd> +<dt>Acceleration Limiting</dt> +<dd>See <a href="#acceleration-limiting">Acceleration Limiting</a> for details. +</dd> +</dl> +<h2 id="chart-area">Chart Area</h2> +<p>If a valid <a href="#vehicle-editor">Vehicle File</a>, <a href="#engine-editor">Engine File</a> and <a href="#gearbox-editor">Gearbox File</a> is loaded into the Editor the main vehicle parameters like HDV class and axle configuration are shown here. The plot shows the full load curve(s) and shift polygons. In <a href="#declaration-mode">Declaration Mode</a> the <strong>generic</strong> shift polygons are shown, not the ones from the Gearbox File.</p> +<h2 id="controls-2">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="new" /> New Job File</dt> +<dd>Create a new empty .vecto file +</dd> +<dt><img src="pics/Open-icon.png" alt="open" /> Open existing Job File</dt> +<dd>Open an existing .vecto file +</dd> +</dl> +<p><img src="pics/Actions-document-save-icon.png" alt="save" /> <strong><em>Save current Job File</em></strong></p> +<p><img src="pics/Actions-document-save-as-icon.png" alt="SaveAs" /> <strong><em>Save Job File as…</em></strong></p> +<dl> +<dt><img src="pics/export-icon.png" alt="sendto" /> Send current file to Job List in <a href="#main-form">Main Form</a></dt> +<dd><strong>Note:</strong> The file will be sent to the Job List automatically when saved. +</dd> +</dl> +<p><img src="pics/VECTO/Veh.png" alt="veh" /> <strong><em>Open <a href="#vehicle-editor">Vehicle Editor</a></em></strong></p> +<p><img src="pics/VECTO/Eng.png" alt="eng" /> <strong><em>Open <a href="#engine-editor">Engine Editor</a></em></strong></p> +<p><img src="pics/VECTO/Gbx.png" alt="gbx" /> <strong><em>Open <a href="#gearbox-editor">Gearbox Editor</a></em></strong></p> +<p><img src="pics/browse.png" alt="" /> <strong><em>Browse for vehicle/engine/gearbox files</em></strong></p> +<dl> +<dt><img src="pics/OK.png" alt="OK" /> Save and close file</dt> +<dd>File will be added to Job List in the <a href="#main-form">Main Form</a>. +</dd> +</dl> +<p><img src="pics/Cancel.png" alt="Cancel" /> <strong><em>Cancel without saving</em></strong></p> +<h1 id="auxiliary-dialog">Auxiliary Dialog</h1> +<div class="figure"> +<img src="pics/VECTO-Editor_Aux.png" alt="" /> + +</div> +<h2 id="description-3">Description</h2> +<p>The Auxiliary Dialog is used to configure auxiliaries. Auxiliary efficieny is defined using an <a href="#auxiliary-input-file-.vaux">Auxiliary Input File (.vaux)</a>. See <a href="#auxiliaries">Auxiliaries</a> for details on how the power demand for each auxiliary is calculated.</p> +<p>In <a href="#declaration-mode">Declaration Mode</a> only the Technology for each auxiliary has to be selected.</p> +<h2 id="settings-1">Settings</h2> +<dl> +<dt>Type</dt> +<dd>String defining type of auxiliary. Click the arrow to load from a predefined list, however It is not required to use a type from the list. +</dd> +<dt>ID</dt> +<dd>The ID string is required to link the auxiliary to the corresponding supply power definition in the driving cycle. The ID must not contain space or special characters text and numbers only). The ID is not case sensitive (e.g. “ALT†will link to “Alt†or “altâ€, etc.) <strong><em>Example</em></strong> <em>: Auxiliary “ALT†is linked to the column “<AUX_ALT>†in the driving cylce.</em> See <a href="#auxiliaries">Auxiliaries</a> for details. +</dd> +<dt>Input File</dt> +<dd>Path to the <a href="#auxiliary-input-file-.vaux">Auxiliary File (.vaux)</a>. +</dd> +</dl> +<h2 id="controls-3">Controls</h2> +<p><img src="pics/OK.png" alt="ok" /> <strong><em>Save and close</em></strong></p> +<p><img src="pics/Cancel.png" alt="cancel" /> <strong><em>Close without saving</em></strong></p> +<h1 id="vehicle-editor">Vehicle Editor</h1> +<div class="figure"> +<img src="pics/VEH-Editor.png" alt="" /> + +</div> +<h2 id="description-4">Description</h2> +<p>The Vehicle File (.vveh) defines the main vehicle/chassis parameters like axles including <a href="#rolling-resistance-coefficient">RRC</a>s, air resistance and weight.</p> +<h2 id="relative-file-paths-1">Relative File Paths</h2> +<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths. Example: “Demo1.vrlm†points to the “Demo†subdirectory of the Vehicle File’s directoy.</p> +<p>VECTO automatically uses relative paths if the input file (e.g. Retarder Losses File) is in the same directory as the Vehicle File. (The Vehicle File must be saved before browsing for input files.)</p> +<h2 id="general-vehicle-parameters">General vehicle parameters</h2> +<dl> +<dt>Vehicle Category</dt> +<dd>Needed for <a href="#declaration-mode">Declaration Mode</a> to identify the HDV Class. +</dd> +<dt>Axle Configuration</dt> +<dd>Needed for <a href="#declaration-mode">Declaration Mode</a> to identify the HDV Class. +</dd> +<dt>Gross Vehicle Mass Rating [t]</dt> +<dd>Needed for <a href="#declaration-mode">Declaration Mode</a> to identify the HDV Class. +</dd> +<dt>HDV Class</dt> +<dd>Displays the automatically selected HDV Class depending on the settings above. +</dd> +</dl> +<h2 id="weightloading">Weight/Loading</h2> +<p>These fields define the weight and loading of the vehicle. <strong>Max. Loading</strong> displayes the maximum possible loading for the selected vehicle depending on curb weight and GVW values.</p> +<p><strong><em>Note:</em></strong> <em>VECTO uses the sum of</em> <strong><em>Curb Weight Vehicle, Curb Weight Extra Trailer/Body</em></strong> <em>and</em> <strong><em>Loading</em></strong> <em>for calculation!</em></p> +<h2 id="air-resistance">Air Resistance</h2> +<p>The product of Drag Coefficient [-] and Cross Sectional Area [m²] (<strong>c<sub>d</sub> x A</strong>) and <strong>Air Density</strong> [kg/m³] (see <a href="#settings">Settings</a>) together with the vehicle speed defines the Air Resistance. Note that the Drag Coefficient may be altered when using <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a>.</p> +<h2 id="axleswheels">Axles/Wheels</h2> +<p>For each axle the parameters <strong>Relative axle load, RRC<sub>ISO</sub></strong> and <strong>F<sub>zISO</sub></strong> have to be defined in order to calculate the total <a href="#rolling-resistance-coefficient">Rolling Resistance Coefficient</a>. Furthermore the <strong>Wheels Inertia [kgm²]</strong> has to be set per wheel for each axle. In <a href="#declaration-mode">Declaration Mode</a> the inertia is defined automatically according to the selected tyres. Use the <img src="pics/plus-circle-icon.png" alt="" /> and <img src="pics/minus-circle-icon.png" alt="" /> buttons to add or remove axles form the vehicle. Doubleclick entries to edit existing axle configurations.</p> +<dl> +<dt>Dynamic Tyre Radius [mm]</dt> +<dd>Effective (dynamic) wheel radius used to calculate engine speed. In <a href="#declaration-mode">Declaration Mode</a> the radius calculated automatically using tyres/rims of the powered axle. +</dd> +<dt>Powered axle tyres/rims</dt> +<dd>Needed for <a href="#declaration-mode">Declaration Mode</a> to calculate the dynamic tyre radius. +</dd> +</dl> +<h2 id="retarder-losses">Retarder Losses</h2> +<p>If available a <strong>Retarder Torque Loss Map</strong> can be defined here to consider idling losses caused by the retarder. <strong><em>Note: Do not use this function if the retarder’s losses are already included in the Transmission Loss Maps!</em></strong></p> +<dl> +<dt>Three options are available:</dt> +<dd><ul> +<li>None</li> +<li>Primary (before gearbox): The rpm ratio is relative to the engine speed</li> +<li>Secondary (after gearbox): The rpm ratio is relative to the cardan shaft speed</li> +</ul> +</dd> +</dl> +<p>Both, primary and secondary retarders, require an <a href="#retarder-loss-torque-input-file-.vrlm">Retarder Loss Torque Input File (.vrlm)</a>.</p> +<h2 id="cross-wind-correction">Cross Wind Correction</h2> +<dl> +<dt>Three different options are available:</dt> +<dd><ul> +<li>No Correction</li> +<li>Speed dependent (User-defined)</li> +<li>Speed dependent (Declaration Mode)</li> +<li>Vair & Beta Input</li> +</ul> +</dd> +</dl> +<p>Depending on the chosen mode either a <a href="#speed-dependent-cross-wind-correction-input-file-.vcdv">Speed Dependent Cross Wind Correction Input File (.vcdv)</a> or a <a href="#speed-dependent-cross-wind-correction-input-file-.vcdv">Vair & Beta Cross Wind Correction Input File (.vcdb)</a> must be defined. For details see <a href="#cross-wind-correction">Cross Wind Correction</a>.</p> +<h2 id="controls-4">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="" /> New file</dt> +<dd>Create a new empty .vveh file +</dd> +<dt><img src="pics/Open-icon.png" alt="" /> Open existing file</dt> +<dd>Open an existing .vveh file +</dd> +</dl> +<p><img src="pics/Actions-document-save-icon.png" alt="" /> <strong><em>Save current file</em></strong></p> +<p><img src="pics/Actions-document-save-as-icon.png" alt="" /> <strong><em>Save file as…</em></strong></p> +<dl> +<dt><img src="pics/export-icon.png" alt="" /> Send current file to the <a href="#job-editor">VECTO Editor</a></dt> +<dd><strong>Note:</strong> If the current file was opened via the <a href="#job-editor">VECTO Editor</a> the file will be sent automatically when saved. +</dd> +<dt><img src="pics/OK.png" alt="" /> Save and close file</dt> +<dd>If necessary the file path in the <a href="#job-editor">VECTO Editor</a> will be updated. +</dd> +</dl> +<p><img src="pics/Cancel.png" alt="" /> <strong><em>Cancel without saving</em></strong></p> +<h1 id="engine-editor">Engine Editor</h1> +<div class="figure"> +<img src="pics/ENG-Editor.svg" alt="" /> + +</div> +<h2 id="description-5">Description</h2> +<p>The Engine File (.veng) defines all engine-related parameters and input files like Fuel Consumption Map and Full Load Curves.</p> +<h2 id="relative-file-paths-2">Relative File Paths</h2> +<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths.</p> +<p>Example: “Demo\FLD1.vfld†points to the “Demo†subdirectory of the Engine File’s directory.</p> +<p>VECTO automatically uses relative paths if the input file (e.g. FC Map) is in the same directory as the Engine File. The Engine File must be saved before browsing for input files.)</p> +<h2 id="main-engine-parameters">Main Engine Parameters</h2> +<dl> +<dt>Make and Model</dt> +<dd>Free text defining the engine model, type, etc. +</dd> +<dt>Idling Engine Speed [rpm]</dt> +<dd>Low idle, applied in simulation for vehicle standstill in neutral gear position. +</dd> +<dt>Displacement [ccm]</dt> +<dd>Used in <a href="#declaration-mode">Declaration Mode</a> to calculate inertia. +</dd> +<dt>Inertia including Flywheel [kgm²]</dt> +<dd>Inertia for rotating parts including engine flywheel. In <a href="#declaration-mode">Declaration Mode</a> the inertia is calculated automatically. +</dd> +</dl> +<h2 id="full-load-and-drag-curves">Full Load and Drag Curves</h2> +<p>The <a href="#full-load-and-drag-curves-.vfld">Full Load and Drag Curves (.vfld)</a> Note that gear-specific full load curves can be defined in the <a href="#gearbox-editor">Gearbox File</a> to limit the maximum gearbox input torque.</p> +<p>The input file (.vfld) file format is described <a href="#full-load-and-drag-curves-.vfld">here</a>.</p> +<h2 id="fuel-consumption-map">Fuel Consumption Map</h2> +<p>The <a href="#fuel-consumption-map-.vmap">Fuel Consumption Map</a> is used to calculate the base FC value. See <a href="#fuel-consumption-calculation">Fuel Consumption Calculation</a> for details.</p> +<p>The input file (.vmap) file format is described <a href="#fuel-consumption-map-.vmap">here</a>.</p> +<h2 id="whtc-correction-factors">WHTC Correction Factors</h2> +<p>The WHTC Corretion Factors are required in <a href="#declaration-mode">Declaration Mode</a> for the <a href="#fuel-consumption-calculation">WHTC FC Correction</a>.</p> +<h2 id="chart-area-1">Chart Area</h2> +<p>The Chart Area shows the fuel consumption map and the selected full load curve.</p> +<h2 id="controls-5">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="new" />New file</dt> +<dd>Create a new empty .veng file +</dd> +<dt><img src="pics/Open-icon.png" alt="open" />Open existing file</dt> +<dd>Open an existing .veng file +</dd> +</dl> +<p><img src="pics/Actions-document-save-icon.png" alt="save" /><strong><em>Save current file</em></strong><br /> +</p> +<p><img src="pics/Actions-document-save-as-icon.png" alt="SaveAs" /><strong><em>Save file as…</em></strong><br /> +</p> +<dl> +<dt><img src="pics/export-icon.png" alt="sendto" />Send current file to the <a href="#job-editor">VECTO Editor</a></dt> +<dd><strong>Note:</strong> If the current file was opened via the <a href="#job-editor">VECTO Editor</a> the file will be sent automatically when saved. +</dd> +</dl> +<p><img src="pics/OpenFile.PNG" alt="" /><strong><em>Open file</em></strong> (see <a href="#settings">File Open Command)</a>.</p> +<dl> +<dt><img src="pics/OK.png" alt="OK" />Save and close file</dt> +<dd>If necessary the file path in the <a href="#job-editor">VECTO Editor</a> will be updated. +</dd> +</dl> +<p><img src="pics/Cancel.png" alt="Cancel" /><strong><em>Cancel without saving</em></strong></p> +<h1 id="gearbox-editor">Gearbox Editor</h1> +<div class="figure"> +<img src="pics/GBX-Editor.svg" alt="" /> + +</div> +<h2 id="description-6">Description</h2> +<p>The Gearbox File (.vgbx) defines alls gearbox-related input parameters like gear ratios and transmission loss maps. See <a href="#gear-shift-model">Gear Shift Model</a> for details.</p> +<h2 id="relative-file-paths-3">Relative File Paths</h2> +<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths.<br /> +Example: “Gears\Gear1.vtlm†points to the “Gears†subdirectory of the Gearbox File’s directoy.</p> +<p>VECTO automatically uses relative paths if the input file (e.g. Shift Polygons File) is in the same directory as the Gearbox File. (The Gearbox File must be saved before browsing for input files.)</p> +<h2 id="main-gearbox-parameters">Main Gearbox Parameters</h2> +<dl> +<dt>Make and Model</dt> +<dd>Free text defining the gearbox model, type, etc. +</dd> +<dt>Transmission Type</dt> +<dd>Depending on the transmission type some options below are not available.The following types are available: +</dd> +<dd><ul> +<li><strong>Manual Transmission</strong> (MT)</li> +<li><strong>Automated Manual Transmission</strong> (AMT)</li> +<li><strong>Automatic Transmission</strong> (AT)</li> +<li><strong>Custom</strong></li> +</ul> +</dd> +<dd>Note: The types AT and Custom are not available in <a href="#declaration-mode">Declaration Mode</a>. +</dd> +<dt>Inertia [kgm²]</dt> +<dd>Rotational inertia of the gearbox (constant for all gears). +</dd> +<dt>Traction Interruption [s]</dt> +<dd>Interruption during gear shift event. +</dd> +</dl> +<h2 id="gears">Gears</h2> +<p>Use the <img src="pics/plus-circle-icon.png" alt="add" /> and <img src="pics/minus-circle-icon.png" alt="remove" /> buttons to add or remove gears form the vehicle. Doubleclick entries to edit existing gears.</p> +<ul> +<li>Gear <strong>“Aâ€</strong> defines the ratio of the axle transmission / differential.</li> +<li>Column <strong>“TCâ€</strong> (AT only) defines which gears are using the torque converter (lock-up clutch open).</li> +<li>Column <strong>“Loss Map or Efficiencyâ€</strong> allows to define either a constant efficiency value or a <a href="#transmission-loss-map-.vtlm">loss map (.vtlm)</a>.</li> +<li>Column <strong>“Shift polygonsâ€</strong> defines the <a href="#shift-polygons-input-file-.vgbs">Shift Polygons InputFile (.vgbs)</a> for each gear. Not requiredin <a href="#declaration-mode">Declaration Mode</a>. See <a href="#gear-shift-model">GearShift Model</a> for details.</li> +<li>Column <strong>“Full Load Curvesâ€</strong> defines the <a href="#full-load-and-drag-curves-.vfld">Full Load Curve for (.vfld)</a> each gear. It is used for torque limiting and <a href="#gear-shift-model">generic shift polygons</a> in Declaration Mode. If no file is defined the engine full load curve will be used.</li> +</ul> +<h2 id="gear-shift-parameters">Gear shift parameters</h2> +<dl> +<dt><img src="pics/checkbox.png" alt="" /> Allow shift-up inside polygons</dt> +<dd>See <a href="#gear-shift-model">Gear Shift Model</a>. +</dd> +<dt><img src="pics/checkbox.png" alt="" /> Skip Gears</dt> +<dd>See <a href="#gear-shift-model">Gear Shift Model</a>. +</dd> +<dt>Torque Reserve [%]</dt> +<dd>This parameter is required for the <strong>Allow shift-up inside polygons</strong> and <strong>Skip Gears</strong> options. +</dd> +<dt>Minimum shift time [s]</dt> +<dd>Limits the time between two gear shifts in whole seconds. This rule will be ignored if rpms are too high or too low. Note that high values may cause high rpms during acceleration. +</dd> +<dt>Start Gear</dt> +<dd>In order to calculate an appropriate gear for vehicle start (first gear after vehicle standstill) a fictional load case is calculated using a specified <strong>reference vehicle speed</strong> and <strong>reference acceleration</strong> together with the actual road gradient, transmission losses and auxiliary power demand. This way the start gear is independent from the target speed. VECTO uses the highest possible gear which provides the defined <strong>torque reserve</strong>. +</dd> +</dl> +<h2 id="chart-area-2">Chart Area</h2> +<p>The Chart Area displays the <a href="#shift-polygons-input-file-.vgbs">Shift Polygons Input File(.vgbs)</a> for the selected gear.</p> +<h2 id="torque-converter">Torque Converter</h2> +<p>The <a href="#torque-converter-model">Torque Converter Model</a> is still in development.</p> +<dl> +<dt>Inertia [kgm²]</dt> +<dd>Rotational inertia of the engine-side part of the torque converter. (Gearbox-side inertia is not considered in VECTO.) +</dd> +</dl> +<h2 id="controls-6">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="" /> New file</dt> +<dd>Create a new empty .vgbx file +</dd> +<dt><img src="pics/Open-icon.png" alt="open" />Open existing file</dt> +<dd>Open an existing .vgbx file +</dd> +</dl> +<p><img src="pics/Actions-document-save-icon.png" alt="save" /> <strong><em>Save current file</em></strong></p> +<p><img src="pics/Actions-document-save-as-icon.png" alt="SaveAs" /> <strong><em>Save file as…</em></strong></p> +<dl> +<dt><img src="pics/export-icon.png" alt="sendto" /> Send current file to the <a href="#job-editor">VECTO Editor</a></dt> +<dd><strong>Note:</strong> If the current file was opened via the <a href="#job-editor">VECTO Editor</a> the file will be sentautomatically when saved. +</dd> +</dl> +<p><img src="pics/browse.png" alt="" /> <strong><em>Open file browser</em></strong></p> +<p><img src="pics/OpenFile.PNG" alt="" /> <strong><em>Open file</em></strong> (see <a href="#settings">File Open Command)</a>.</p> +<dl> +<dt><img src="pics/OK.png" alt="OK" /> Save and close file</dt> +<dd>If necessary the file path in the <a href="#job-editor">VECTO Editor</a> will be updated. +</dd> +</dl> +<p><img src="pics/Cancel.png" alt="Cancel" /> <strong><em>Cancel without saving</em></strong></p> +<h1 id="graph-window">Graph Window</h1> +<div class="figure"> +<img src="pics/Graph.svg" alt="" /> + +</div> +<h2 id="description-7">Description</h2> +<p>The Graph Window allows to visualise <a href="#modal-results-.vmod">modal results files (.vmod)</a>. Multiple windows can be open at the same time to display different files.</p> +<p>Note that the graph does <strong>not</strong> update automatically if the results file has changed.</p> +<h2 id="channels">Channels</h2> +<p>Use the <img src="pics/plus-circle-icon.png" alt="add" /> and <img src="pics/minus-circle-icon.png" alt="remove" /> buttons to add or remove channels. Doubleclick entries to edit existing channels.</p> +<p>Each channel can be plotted either on the left or on the right Y Axis. Use the checkbox to disable channels in the graph.</p> +<h2 id="x-axis-controls">X Axis Controls</h2> +<p>The X Axis can either show distance or time.</p> +<dl> +<dt>Min, Max</dt> +<dd>Sets the range for the x axis. +</dd> +<dt>Reset button</dt> +<dd>Reset the x axis range to display the complete cycle. +</dd> +<dt>+, - buttons</dt> +<dd>Zoom in/out on the x axis. +</dd> +<dt><, > buttons</dt> +<dd>Move the x axis range left/right. +</dd> +</dl> +<h2 id="controls-7">Controls</h2> +<p><img src="pics/Open-icon.png" alt="open" /> <strong><em>Open a .vmod file</em></strong></p> +<p><img src="pics/application-add-icon.png" alt="" /> <strong><em>Open a new Graph Window</em></strong></p> +<p><img src="pics/Refresh-icon.png" alt="" /> <strong><em>Reload the currently open file</em></strong></p> +<h1 id="calculation-modes">Calculation Modes</h1> +<p>The Calculation Mode can be changed in the Options Tab of the <a href="#main-form">Main Form</a>. VECTO is running in Standard Mode when Batch Mode and Declaration Mode is disabled.</p> +<p>Note that <a href="#engine-only-mode">Engine Only Mode</a> is not an actual calculation mode and can be set for each <a href="#job-editor">Job File</a> individually and used in Standard and Batch Mode.</p> +<ul> +<li><a href="#standard-mode">Standard Mode</a></li> +<li><a href="#batch-mode">Batch Mode</a></li> +<li><a href="#declaration-mode">Declaration Mode</a></li> +</ul> +<h1 id="standard-mode">Standard Mode</h1> +<p>This is the default calculation mode in VECTO. It is active when both <a href="#batch-mode">Batch</a> and <a href="#declaration-mode">Declaration</a> Mode are disabled. In this mode a predefined list of job files (.vecto) is run. Each job file defines a vehicle and a list of driving cycles.</p> +<h2 id="requirements">Requirements</h2> +<ul> +<li>One or more checked job files in the Job List</li> +<li>Each job file must include at least one driving cycle</li> +</ul> +<h2 id="results">Results</h2> +<ul> +<li>Modal results (.vmod) for each job file and driving cycle. One file for each cycle.</li> +<li>Average/sum results (.vsum / .vsum.json). One file in total containing results for each calculation.</li> +</ul> +<h1 id="batch-mode">Batch Mode</h1> +<p>In Batch Mode a list of vehicles is run with a list of driving cycles. Each vehicle defined in the Job List is calculated with each driving cycle defined in the Driving Cycle List. Note that the Driving Cycle List is only visible if Batch Mode is enabled in the Main Form / Options Tab.</p> +<h2 id="requirements-1">Requirements</h2> +<ul> +<li>One or more checked job files in the Job List. The job files don’t need to include driving cycles. These are ignored in Batch mode.</li> +<li>One or more checked driving cycles in the Dricing Cycle List</li> +</ul> +<h2 id="results-1">Results</h2> +<ul> +<li>Modal results (.vmod) for each job file and driving cycle. One file for each vehicle/cycle combination.</li> +<li>Average/sum results (.vsum / .vsum.json). One file in total containing results for each vehicle/cycle combination.</li> +</ul> +<h1 id="declaration-mode">Declaration Mode</h1> +<p>In Declaration Mode all input parameters that are not user-defined in official certification are locked in the user interface and automatically defined by VECTO during calculation. Calculations will be performed for each mission profile (of the corresponding HDV class) with three different loadings each: Empty, full and with reference loading. </p> +<p>Declaration Mode can be activated in the <a href="#main-form">Options Tab</a>.</p> +<h2 id="requirements-2">Requirements</h2> +<ul> +<li>One or more checked job files in the Job List</li> +<li>The job files don’t need to include driving cycles. These are automatically assigned.</li> +</ul> +<h2 id="results-2">Results</h2> +<ul> +<li>Modal results (.vmod) for each job file and driving cycle. One file for each cycle.</li> +<li>Average/sum results (.vsum / .vsum.json). One file in total containing results for each calculation.</li> +<li>Results overview (.pdf). One file for each job file.</li> +</ul> +<h1 id="acceleration-limiting">Acceleration Limiting</h1> +<p>VECTO limits the vehicle acceleration and deceleration according to speed-dependent limits. These limits are defined in the <a href="#acceleration-limiting-input-file-.vacc">Acceleration Limiting Input File</a> (.vacc). Note that the full load curve also limits acceleration. If the engine cannot provide the required power the vehicle might accelerate below the defined acceleration limit.</p> +<p>This function cannot be disabled. If acceleration and/or deceleration should not be limited during calculation the values in the Acceleration Limiting file (.vacc) have to be changed accordingly.</p> +<dl> +<dt>Parameters in <a href="#job-editor">Job File</a>:</dt> +<dd><ul> +<li>Filepath of the <a href="#acceleration-limiting-input-file-.vacc">Acceleration Limiting Input File</a> (.vacc)</li> +</ul> +</dd> +</dl> +<p>The input file format is described <a href="#acceleration-limiting-input-file-.vacc">here</a>.</p> +<h1 id="auxiliaries">Auxiliaries</h1> +<p>In VECTO a generic map-based approach was implemented to consider all types of auxiliaries. The supply power demand for each single auxiliary is defined in the driving cycle. Hence a time/distance-dependent power demand can be defined. Based on the supply power and a pre-defined efficiency map the auxiliary input power is calculated. A constant efficiency determines the losses between auxiliary and engine.</p> +<p>For each auxiliary the power demand is calculated using the following steps:</p> +<div class="figure"> +<img src="pics/AuxModel.svg" alt="" /> + +</div> +<ol style="list-style-type: decimal"> +<li><p>Auxiliary speed: <strong>n<sub>aux</sub> = n<sub>Eng</sub> * TransRatio</strong></p></li> +<li><p>Auxiliary output power: <strong>P<sub>auxOut</sub> = P<sub>supply</sub>/EffToSply</strong></p></li> +<li><p>Auxiliary input power: <strong>P<sub>auxIn</sub> = EffMap(n<sub>Aux</sub>, P<sub>AuxOut</sub>)</strong></p></li> +<li><p>Auxiliary power consumption: <strong>P<sub>aux</sub> = P<sub>auxIn</sub>/EffToEng</strong></p></li> +<li><p><strong>P<sub>aux</sub> is added to the engine’s power demand</strong></p></li> +</ol> +<table> +<tbody> +<tr class="odd"> +<td align="left">n<sub>Eng</sub></td> +<td align="left">Calculated engine speed.</td> +<td align="left">[1/min]</td> +</tr> +<tr class="even"> +<td align="left">TransRatio</td> +<td align="left">Speed ratio between auxiliary and engine. <a href="#auxiliary-input-file-.vaux">Defined in the Auxiliary File</a>.</td> +<td align="left">[-]</td> +</tr> +<tr class="odd"> +<td align="left">n<sub>aux</sub></td> +<td align="left">Auxiliary speed</td> +<td align="left">[1/min]</td> +</tr> +<tr class="even"> +<td align="left">P<sub>supply</sub></td> +<td align="left">Effective supply power demand. <a href="#driving-cycle-.vdri">Defined in the driving cycle</a>.</td> +<td align="left">[kW]</td> +</tr> +<tr class="odd"> +<td align="left">EffToSply</td> +<td align="left">Consumer efficiency. <a href="#auxiliary-input-file-.vaux">Defined in the Auxiliary File</a>.</td> +<td align="left">[-]</td> +</tr> +<tr class="even"> +<td align="left">P<sub>auxOut</sub></td> +<td align="left">Auxiliary output power</td> +<td align="left">[kW]</td> +</tr> +<tr class="odd"> +<td align="left">EffMap</td> +<td align="left">Auxiliary efficiency map. <a href="#auxiliary-input-file-.vaux">Defined in the Auxiliary File</a>.</td> +<td align="left">[kW] = f( [1/min], [kW] )</td> +</tr> +<tr class="even"> +<td align="left">P<sub>auxIn</sub></td> +<td align="left">Auxiliary input power</td> +<td align="left">[kW]</td> +</tr> +<tr class="odd"> +<td align="left">EffToEng</td> +<td align="left">Efficiency of auxiliary (belt/gear) drive. <a href="#auxiliary-input-file-.vaux">Defined in the Auxiliary File</a>.</td> +<td align="left">[-]</td> +</tr> +<tr class="even"> +<td align="left">P<sub>aux</sub></td> +<td align="left">Mechanical auxiliary power demand at the crank shaft</td> +<td align="left">[kW]</td> +</tr> +</tbody> +</table> +<p>Each auxiliary must be defined in the <a href="#job-editor">Job File</a> and each <a href="#driving-cycle-.vdri">driving cycle</a> used with this vehicle must include supply power for each auxiliary. To link the supply power in the driving cycle to the correct auxiliary in the Job File an ID is used. The corresponding supply power is then named <em>“<Aux_ID>â€</em>.</p> +<p><strong><em>Example:</em></strong> <em>The Auxiliary with the ID “ALT†(in the Job File) is linked to the supply power in the column “<AUX_ALT>†in the driving cylce.</em></p> +<h1 id="cross-wind-correction-1">Cross Wind Correction</h1> +<p>VECTO offers two different modes to consider cross wind influence on the drag coefficient. It is configured in the <a href="#vehicle-editor">Vehicle File</a>.</p> +<h2 id="speed-dependent-correction-declaration-mode">Speed dependent correction (Declaration Mode)</h2> +<p>This is the default mode which is used in <a href="#declaration-mode">Declaration Mode</a>. The speed dependent c<sub>d</sub> x A curve (see below) is calculated based on generic parameters for each vehicle class and the base c<sub>d</sub> x A value form the <a href="#vehicle-editor">Vehicle File</a>.</p> +<h2 id="speed-dependent-correction-user-defined">Speed dependent correction (User-defined)</h2> +<p>The base c<sub>d</sub> x A value (see <a href="#vehicle-editor">Vehicle File</a>) is corrected with a user-defined speed dependent scaling function. The input file (.vcdv) format is described <a href="#speed-dependent-cross-wind-correction-input-file-.vcdv">here</a>.</p> +<div class="figure"> +<img src="pics/VCDV.png" alt="" /> + +</div> +<h2 id="correction-using-vair-beta-input">Correction using Vair & Beta Input</h2> +<p>If available the actual (measured) air speed and direction can be used. The input file (.vcdb) defines the drag coefficient scaling factor. The input file (.vcdb) format is described <a href="#vair-beta-cross-wind-correction-input-file-.vcdb">here</a>. The <a href="#driving-cycle-.vdri">driving cycle</a> must include the air speed relative to vehicle (<vair_res>) and the wind yaw angle (<vair_beta>).</p> +<div class="figure"> +<img src="pics/VCDB.png" alt="" /> + +</div> +<h1 id="overspeed-eco-roll">Overspeed / Eco-Roll</h1> +<p>Both functions control the vehicle’s behaviour on uneven road sections (slope ≠0) and can be configured in the <a href="#job-editor">Job File</a>’s Driver Assist Tab. Overspeed is designed to model an average driver’s behaviour without the aid of driver assistance systems. Eco-Roll represents an optional driver assistance feature. For this reason vehicles without Eco-Roll should always have the Overspeed function enabled.</p> +<h2 id="overspeed">Overspeed</h2> +<p>Overspeed activates as soon as the total power demand at the wheels (Pwheel) falls below zero, i.e. the vehicle accelerates on a negative slope. The clutch remains closed, engine in motoring operation, and the vehicle accelerates beyond the cycle’s target speed. When the speed limit (target speed plus <strong>Max. Overspeed</strong>) is reached the mechanical brakes are engaged to prevent further acceleration.</p> +<div class="figure"> +<img src="pics/Overspeed.svg" alt="" /> + +</div> +<p><em>Example with target (purple) and actual speed (orange) on the top left axis, slope (brown) on the top right axis. The bottom graph shows engine power (blue), motoring curve (orange) and mechanical brake power (green). In this example Overspeed is allowed until the vehicle’s speed exceeds target speed by 5 [km/h].</em></p> +<dl> +<dt>Parameters in <a href="#job-editor">Job File</a>:</dt> +<dd><ul> +<li><strong>Minimum speed [km/h]</strong>. Below this speed the function is disabled.</li> +<li><strong>Max. Overspeed [km/h]</strong> (relative to target speed)</li> +</ul> +</dd> +</dl> +<h2 id="eco-roll">Eco-Roll</h2> +<p>Instead of using the engine brake (with no fuel consumption) Eco-Roll shifts to Neutral, engine idling, to minimize deceleration and maximize the vehicle’s roll out distance. During this phase the engine has to overcome its own idling losses and the power demand from the auxiliaries. The engine is engaged again if the speed exceeds the speed limits defined by Max. Over-/Underspeed.</p> +<div class="figure"> +<img src="pics/EcoRoll.svg" alt="" /> + +</div> +<p><em>Example of Eco-Roll. Target (purple) and actual speed (orange) on the top left axis, slope (brown) on the top right axis. The bottom graph shows engine power (blue), motoring curve (orange) and mechanical brake power (green). The engine is idling while the vehicle rolls freely and braking when the upper speed limit is reached.</em></p> +<dl> +<dt>Parameters in <a href="#job-editor">Job File</a>:</dt> +<dd><ul> +<li><strong>Minimum speed [km/h]</strong> Below this speed the function is disabled.</li> +<li><strong>Max. Overspeed [km/h]</strong> (relative to target speed)</li> +<li><strong>Max. Underspeed [km/h]</strong> (relative to target speed)</li> +</ul> +</dd> +</dl> +<h1 id="engine-only-mode">Engine Only Mode</h1> +<p>When this mode is enabled in the Job File then VECTO only calculates the fuel consumption based on a load cycle (engine speed and torque). In the <a href="#job-editor">Job File</a> only the following parameters are needed:</p> +<ul> +<li>Filepath to the Engine File (.veng)</li> +<li>Driving Cycles including engine torque (or power) and engine speed</li> +</ul> +<p>The <a href="#driving-cycle-.vdri">driving cylce (.vdri)</a> must contain:</p> +<ul> +<li>Engine speed: header: <n></li> +<li>Engine torque <Me> <strong><em>or</em></strong> engine power <Pe> at clutch. To explicitly define <em>motoring operation</em> use the <strong><DRAG></strong> keyword,see below. VECTO replaces the keyword with the motoring torque/power from the <a href="../GUI/ENG-Editor.html#fld">.vfld file</a> during calculation.</li> +<li>[Optional] Additional power demand (aux) <Padd></li> +</ul> +<p><strong>Note that VECTO adds the engine’s inertia to the given power demand!</strong></p> +<p><strong>Example .vdri cycle:</strong> <img src="pics/VECTO-EngOnlyCycle.svg" alt="" /></p> +<h1 id="engine-startstop">Engine Start/Stop</h1> +<p>If enabled the engine will be turned off after the set <strong>Activation Delay [s] </strong>if the following conditions apply:</p> +<ul> +<li>Power demand ≤ 0</li> +<li>Vehicle speed is below <strong>Max Speed [km/h]</strong></li> +<li>Engine was running for at least <strong>Min ICE-On Time [s]</strong></li> +</ul> +<dl> +<dt>Parameters in <a href="#job-editor">Job File</a>:</dt> +<dd><ul> +<li><strong>Max speed [km/h]</strong>.</li> +<li><strong>Min ICE-On Time [s]</strong></li> +<li><strong>Activation Delay [s]</strong></li> +</ul> +</dd> +</dl> +<p>If Start/Stop is enabled the fuel consumption is corrected for not-considered auxiliary energy consumption during engine stop. See <a href="#fuel-consumption-calculation">Start/Stop FC Correction</a>.</p> +<h1 id="fuel-consumption-calculation">Fuel Consumption Calculation</h1> +<p>The base FC value is interpolated from the stationary <a href="#fuel-consumption-map-.vmap">FC map</a>. If necessary the base value is corrected to compensate for unconsidered auxiliary energy consumption for vehicles with Start/Stop. In Declaration Mode additionally the WHTC correction is applied, see below.</p> +<p>The CO<sub>2</sub> result for the actual mission profile is directly derived from the fuel consumption using a gravimetric <a href="#settings">CO<sub>2</sub>/FC factor</a>.</p> +<h2 id="fuel-map-interpolation">Fuel Map Interpolation</h2> +<p>The interpolation is based on <a href="http://en.wikipedia.org/wiki/Delaunay_triangulation">Delaunay Triangulation <img src="pics/external-icon%2012x12.png" alt="" /></a> and works as follows:</p> +<ol style="list-style-type: decimal"> +<li>Triangulate the given rpm/torque/fuel points (= x,y,z) to create a network of triangles with each point of the map being part of at least one triangle.</li> +<li>Find the triangle where the to-be-interpolated load point (x,y) is inside. If no triangle meets the criterion the calculation will be aborted.</li> +<li>Calculate the z-value (= fuel) of the given x,y-point in the plane of the triangle</li> +</ol> +<div class="figure"> +<img src="pics/FCmap.png" alt="" /> + +</div> +<p><em>Delaunay Triangulation Example</em></p> +<h2 id="auxiliary---startstop-correction">Auxiliary - Start/Stop Correction</h2> +<p>For vehicles with <a href="#engine-start-stop">Start/Stop</a> the fuel consumption needs to be corrected to consider the wrong auxiliary energy balance caused by engine stops because VECTO uses a constant power demand for auxiliaries for the whole mission profile. The correction consists of the following steps:</p> +<ol style="list-style-type: decimal"> +<li>From all 1Hz data points of the VECTO simulation, a linear regression curve (y=k*x+d) for fuel consumption (unit: grams per hour) over engine power (unit: kilo-watt) is calculated (see figure below).</li> +<li>From the difference between the energy consumed by the auxiliaries in the simulation with Start/Stop function and the target value (unit kilowatt-hours), a cycle average change in mechanical power “ΔPe†(unit kilowatt) of the internal combustion engine is calculated (using an average alternator efficiency and the cycle time with running engine).</li> +<li>The correction of the fuel consumption is performed for all 1Hz time steps using: ΔFC (unit: grams per hour) = ΔPe * k where k = gradient in the regression. If the engine is running in motoring conditions ΔFC is set to zero.</li> +</ol> +<div class="figure"> +<img src="pics/StartStopCorrection.svg" alt="" /> + +</div> +<p><em>Example of a linear regression between engine power and fuel consumption</em></p> +<h2 id="whtc-correction">WHTC Correction</h2> +<p>The WHTC correction aims to counter the disadvantages of using a stationary FC map. The following steps are applied in VECTO for the WHTC correction method:</p> +<ol style="list-style-type: decimal"> +<li>VECTO interpolates the fuel consumption for the WHTC load cycle from the engine fuel map based on the target speed and target torque as determined based on the engine full-load curve. The results are FC values for the Urban, Rural and Motorway part.</li> +<li>The correction factor CF<sub>WHTC</sub> is calculated using the equation below considering the current mission profile’s weighting factors for each part.</li> +<li>The factor is multiplied to the FC values for each time step and the total FC result.</li> +</ol> +<p><span class="math inline">CF_{WHTC} = \sum_{i=1}^{3} f_i \cdot \frac{FC_{meas_i}}{FC_{calc_i}}[-]</span></p> +<p>where:</p> +<table> +<tbody> +<tr class="odd"> +<td align="left"> CF<sub>WHTC</sub>   </td> +<td align="left">WHTC Correction Factor</td> +<td align="left">[-]</td> +</tr> +<tr class="even"> +<td align="left"> i      </td> +<td align="left">index for each part (Urban, Rural, Motorway)</td> +<td align="left">[-]</td> +</tr> +<tr class="odd"> +<td align="left"> f<sub>i</sub>      </td> +<td align="left">Weighting factor per part</td> +<td align="left">[-]</td> +</tr> +<tr class="even"> +<td align="left"> FC<sub>meas_i</sub>   </td> +<td align="left">WHTC measurement result per part (input parameter)</td> +<td align="left">[g/kWh]</td> +</tr> +<tr class="odd"> +<td align="left"> FC<sub>calc_i</sub>      </td> +<td align="left">Calculated FC per part</td> +<td align="left">[g/kWh]</td> +</tr> +</tbody> +</table> +<h1 id="gear-shift-model">Gear Shift Model</h1> +<p>The Gear Shift Model is based on shift curves that define the engine speed for up- and down- shifting as a function of engine torque. As soon as the engine operation point passes one of the shift curves a gear change is initiated.</p> +<div class="figure"> +<img src="pics/Shift.svg" alt="" /> + +</div> +<p><em>Example shift polygons</em></p> +<ul> +<li><p><strong>Down-shift:</strong></p> +<ul> +<li>As soon as the current engine speed falls below the down-shift cuve a down-shift is initiated</li> +</ul></li> +<li><p><strong>Up-shift:</strong></p> +<ul> +<li>MT and AMT transmissions: Up-shift is initiated when the current engine speed is above the up-shift curve</li> +<li>AT transmissions: Up-shift is initiated when the next-gear engine speed is above the up-shift curve</li> +</ul></li> +</ul> +<p>The shift polygons are saved in the <a href="#shift-polygons-input-file-.vgbs">Shift Polygons Input File (.vgbs)</a> and have to be added to the <a href="#gearbox-editor">Gearbox File</a>.  </p> +<p>In <a href="#declaration-mode">Declaration Mode</a> the shift polygons are generated automatically based on the full load curve of each gear. If the engine’s full load torque is lower than the gear’s, then the engine’s full load is used to prevent unreasonable shifting with small engines.</p> +<p>In the Gearbox File two additional parameters are defined:</p> +<ul> +<li><strong>Torque Reserve</strong> [%] - Required for the “<strong>Early Upshift</strong>†and “<strong>Skip Gears</strong>†options, see below.</li> +<li><strong>Minimum shift time</strong> [s] - Limits the time between two gear shifts in whole seconds. This rule will be ignored if rpms are too high or too low. Note that high values may cause high rpms during acceleration.</li> +</ul> +<h2 id="gear-skipping">Gear Skipping</h2> +<p>Gear Skipping can be enabled in the <a href="#gearbox-editor">Gearbox File</a>. By default it is enabled for AMT and MT. Whenever a gear change is initiated (by crossing the up- or down-shift line) VECTO may skip one or several gears as long as the required torque reserve is provided.</p> +<div class="figure"> +<img src="pics/GBX-Editor-shift3.svg" alt="" /> + +</div> +<h2 id="early-upshift">Early Upshift</h2> +<p>Early Upshift can be enabled in the <a href="#gearbox-editor">Gearbox File</a> (Allow shift-up inside polygons). By default it is enabled for AMT only. If the next higher gear provides the required torque reserve and it’s rpm is still above down-shift-rpm VECTO will shift up.</p> +<div class="figure"> +<img src="pics/GBX-Editor-shift2.svg" alt="" /> + +</div> +<h1 id="look-ahead-coasting">Look-Ahead Coasting</h1> +<p>Like Overspeed, Look-Ahead Coasting is a function that aims on modelling real-life driver behaviour. It is a forward-looking function that detects forthcoming reductions in target speed in the mission profile (e.g. change of road type / speed limit, etc.) and induces an early deceleration using engine braking before applying mechanical brakes according to the <a href="#acceleration-limiting">deceleration limit</a>.</p> +<p>The implemented approach uses a predefined target deceleration (a<sub>lookahead</sub>) to calculate the deceleration time for each particular target speed change.</p> +<div class="figure"> +<img src="pics/LAC.svg" alt="" /> + +</div> +<p>At the resulting deceleration start point the model calculates the coasting trajectory until it meets the brake deceleration trajectory. The resulting deceleration consists of a coasting phase followed by combined mechanical/engine braking. If Look-Ahead Coasting is disabled only the braking phase according to the <a href="#acceleration-limiting">deceleration limit</a> will be applied.</p> +<dl> +<dt>Parameters in <a href="#job-editor">Job File</a>:</dt> +<dd><ul> +<li><strong>Target Retardation</strong> = a<sub>lookahead</sub></li> +<li><strong>Minimum speed</strong>. Below this speed the function is disabled.</li> +</ul> +</dd> +</dl> +<h1 id="overspeed-eco-roll-1">Overspeed / Eco-Roll</h1> +<p>Both functions control the vehicle’s behaviour on uneven road sections (slope ≠0) and can be configured in the <a href="#job-editor">Job File</a>’s Driver Assist Tab. Overspeed is designed to model an average driver’s behaviour without the aid of driver assistance systems. Eco-Roll represents an optional driver assistance feature. For this reason vehicles without Eco-Roll should always have the Overspeed function enabled.</p> +<h2 id="overspeed-1">Overspeed</h2> +<p>Overspeed activates as soon as the total power demand at the wheels (Pwheel) falls below zero, i.e. the vehicle accelerates on a negative slope. The clutch remains closed, engine in motoring operation, and the vehicle accelerates beyond the cycle’s target speed. When the speed limit (target speed plus <strong>Max. Overspeed</strong>) is reached the mechanical brakes are engaged to prevent further acceleration.</p> +<div class="figure"> +<img src="pics/Overspeed.svg" alt="" /> + +</div> +<p><em>Example with target (purple) and actual speed (orange) on the top left axis, slope (brown) on the top right axis. The bottom graph shows engine power (blue), motoring curve (orange) and mechanical brake power (green). In this example Overspeed is allowed until the vehicle’s speed exceeds target speed by 5 [km/h].</em></p> +<dl> +<dt>Parameters in <a href="#job-editor">Job File</a>:</dt> +<dd><ul> +<li><strong>Minimum speed [km/h]</strong>. Below this speed the function is disabled.</li> +<li><strong>Max. Overspeed [km/h]</strong> (relative to target speed)</li> +</ul> +</dd> +</dl> +<h2 id="eco-roll-1">Eco-Roll</h2> +<p>Instead of using the engine brake (with no fuel consumption) Eco-Roll shifts to Neutral, engine idling, to minimize deceleration and maximize the vehicle’s roll out distance. During this phase the engine has to overcome its own idling losses and the power demand from the auxiliaries. The engine is engaged again if the speed exceeds the speed limits defined by Max. Over-/Underspeed.</p> +<div class="figure"> +<img src="pics/EcoRoll.svg" alt="" /> + +</div> +<p><em>Example of Eco-Roll. Target (purple) and actual speed (orange) on the top left axis, slope (brown) on the top right axis. The bottom graph shows engine power (blue), motoring curve (orange) and mechanical brake power (green). The engine is idling while the vehicle rolls freely and braking when the upper speed limit is reached.</em></p> +<dl> +<dt>Parameters in <a href="#job-editor">Job File</a>:</dt> +<dd><ul> +<li><strong>Minimum speed [km/h]</strong> Below this speed the function is disabled.</li> +<li><strong>Max. Overspeed [km/h]</strong> (relative to target speed)</li> +<li><strong>Max. Underspeed [km/h]</strong> (relative to target speed)</li> +</ul> +</dd> +</dl> +<h1 id="pwheel-input-sico-mode">P<sub>wheel</sub>-Input (SiCo Mode)</h1> +<p>For verification tasks it is possible to manually input the power at wheels (Pwheel) which is normally calculated via longitudinal dynamics. In this case VECTO only calculates the losses between wheels and engine and auxiliary power demand. This mode is active as soon as Pwheel, Gear and Engine Speed are defined in the driving cycle.</p> +<h2 id="requirements-3">Requirements</h2> +<ul> +<li>Driving Cycle must include Pwheel, Gear and Engine Speed, see <a href="#driving-cycle-.vdri">Driving Cycle (.vdri) format</a>.</li> +<li>The driving cycle must be time-based.</li> +<li>Distance Correction must be disabled (<a href="#options-tab">Options tab in Main Form</a>).</li> +</ul> +<p><strong>Example driving cylce with Pwheel input.</strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><t></th> +<th align="left"><Pwheel></th> +<th align="left"><Gear></th> +<th align="left"><n></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">1</td> +<td align="left">0.0</td> +<td align="left">0</td> +<td align="left">560.0</td> +</tr> +<tr class="even"> +<td align="left">2</td> +<td align="left">0.0</td> +<td align="left">0</td> +<td align="left">560.0</td> +</tr> +<tr class="odd"> +<td align="left">3</td> +<td align="left">14.0</td> +<td align="left">1</td> +<td align="left">593.2</td> +</tr> +<tr class="even"> +<td align="left">4</td> +<td align="left">51.9</td> +<td align="left">1</td> +<td align="left">705.5</td> +</tr> +<tr class="odd"> +<td align="left">5</td> +<td align="left">60.0</td> +<td align="left">2</td> +<td align="left">690.0</td> +</tr> +<tr class="even"> +<td align="left">6</td> +<td align="left">85.6</td> +<td align="left">2</td> +<td align="left">868.4</td> +</tr> +<tr class="odd"> +<td align="left">7</td> +<td align="left">92.0</td> +<td align="left">3</td> +<td align="left">820.0</td> +</tr> +<tr class="even"> +<td align="left">8</td> +<td align="left">112.3</td> +<td align="left">3</td> +<td align="left">897.6</td> +</tr> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="rolling-resistance-coefficient">Rolling Resistance Coefficient</h1> +<p>The rolling resistance is calculated using a speed-independent rolling resistance coefficient (RRC). In order to consider that the RRC is dependent from the vehicle weight it is modelled as a function of the total vehicle mass. The total RRC is calculated in VECTO using the following formula. The index i refers to each single vehicle axle (truck and trailer).</p> +<p><span class="math inline">RRC = \sum_{i=1}^{n} s_{(i)} \cdot RCC_{ISO(i)} \cdot ( \frac{s_{(i)} \cdot m \cdot g }{w_{(i)} \cdot F_{zISO(i)} } )^{\beta-1}</span></p> +<table> +<tbody> +<tr class="odd"> +<td align="left">RRC</td> +<td align="left">[-]</td> +<td align="left">Total rolling resistance coefficient used for calculation</td> +</tr> +<tr class="even"> +<td align="left">s<sub>(i)</sub></td> +<td align="left">[-]</td> +<td align="left">Relative axle load. Defined in the <a href="#vehicle-editor">Vehicle File</a>.</td> +</tr> +<tr class="odd"> +<td align="left">RRC<sub>ISO(i)</sub></td> +<td align="left">[-]</td> +<td align="left">…Tyre RRC according to ISO 28580. Defined in the <a href="#vehicle-editor">Vehicle File</a>.</td> +</tr> +<tr class="even"> +<td align="left">m</td> +<td align="left">[kg]</td> +<td align="left">Vehicle mass plus loading.</td> +</tr> +<tr class="odd"> +<td align="left">g</td> +<td align="left">[m/s²]</td> +<td align="left">Earth gravity acceleration (constant = 9.81)</td> +</tr> +<tr class="even"> +<td align="left">w<sub>(i)</sub></td> +<td align="left">[-]</td> +<td align="left">Number of tyres (4 if Twin Tyres, else 2). Defined in the Vehicle File.</td> +</tr> +<tr class="odd"> +<td align="left">F<sub>zISO(i)</sub></td> +<td align="left">[N]</td> +<td align="left">Tyre test load according to ISO 28580 (85% of max. load capacity). Defined in the <a href="#vehicle-editor">Vehicle File</a>.</td> +</tr> +<tr class="even"> +<td align="left">β</td> +<td align="left">[-]</td> +<td align="left">Constant parameter = 0.9</td> +</tr> +</tbody> +</table> +<p>For each axle the parameters <strong>Relative axle load, RRC<sub>ISO</sub></strong> and <strong>F<sub>zISO</sub></strong> have to be defined. Axles with twin tyres have to be marked using the respective checkbox in the <a href="#vehicle-editor">Vehicle-Editor</a>.</p> +<h1 id="torque-converter-model">Torque Converter Model</h1> +<p><strong>!!! The Torque Converter Model is still in development !!!</strong></p> +<p>The torque converter is defined as (virtual) separate gear. While TC active: Iterative calculation of engine torque and speed based on TC characteristic. Creeping: Engine speed set to idling. Brakes engaged to absorb surplus torque. <img src="pics/GBX-TC.svg" alt="" /></p> +<h2 id="torque-converter-characteristics-file-.vtcc">Torque converter characteristics file (.vtcc)</h2> +<p>The file is described <a href="#torque-converter-characteristics-.vtcc">here</a>.</p> +<h2 id="setup-for-conventional-at-gearboxes">Setup for Conventional AT gearboxes </h2> +<p>Torque converter file is defined for <strong>torque converter only</strong> <img src="pics/GBX-TC-Setup1-1.svg" alt="" /></p> +<ul> +<li>Define TC gear with ratio of first (mechanical) gear</li> +<li>Set transmission losses of first gear (map or constant efficiency)</li> +</ul> +<div class="figure"> +<img src="pics/GBX-TC-Setup-1-2.svg" alt="" /> + +</div> +<h2 id="setup-for-power-distributed-at-gearboxes">Setup for Power-distributed AT gearboxes</h2> +<p>Torque converter file is defined for the <strong>whole gearbox</strong> <img src="pics/GBX-TC-Setup-2-1.svg" alt="" /></p> +<ul> +<li>Define TC gear with ratio = 1</li> +<li>Set transmission efficiency to 1 (= 100%) because losses are covered by the .vtcc file.</li> +</ul> +<div class="figure"> +<img src="pics/GBX-TC-Setup-2-2.svg" alt="" /> + +</div> +<h1 id="transient-full-load">Transient Full Load</h1> +<p>VECTO uses a PT1 function to model transient torque build up using this formula:</p> +<p><span class="math inline">P_{fld\ dyn_{i}} = \frac{1}{T(n_{i})+1} \cdot [P_{fld\ stat}(n_{i})+T(n_{i}) \cdot P_{act_{i-1}}]</span></p> +<p>where:</p> +<table> +<tbody> +<tr class="odd"> +<td align="left">n<sub>i</sub></td> +<td align="left">current engine speed</td> +</tr> +<tr class="even"> +<td align="left">T(n<sub>i</sub>)</td> +<td align="left">PT1 time constant at engine speed n<sub>i</sub> (col. 4 in <a href="#full-load-and-drag-curves-.vfld">.vfld file</a>)</td> +</tr> +<tr class="odd"> +<td align="left">P_fld_stat(n<sub>i</sub>)</td> +<td align="left">Static full load at engine speed n<sub>i</sub> (col. 2 in <a href="#full-load-and-drag-curves-.vfld">.vfld file</a>)</td> +</tr> +<tr class="even"> +<td align="left">P_act<sub>i-1</sub></td> +<td align="left">Engine power in previous time step</td> +</tr> +</tbody> +</table> +<h1 id="command-line-arguments">Command Line Arguments</h1> +<div class="figure"> +<img src="pics/cmd.png" alt="" /> + +</div> +<p>It is possible to control basic functions of VECTO via command line arguments (e.g. to automate calculations and results analysis using scripts).</p> +<h2 id="general-notes">General Notes</h2> +<ul> +<li>The order in which the arguments are provided is free.</li> +<li>If a file path includes space characters (e.g. “C:\VECTO Test Files\Demo.vectoâ€) then double quotes have to be used (as in the picture above).</li> +<li>If not the complete file path is defined (e.g. “file1.vecto†instead of “c:\data\file1.vectoâ€) then VECTO expects the file in the application directory (where VECTO.exe is located).</li> +<li>In the instructions below square brackets “[  ]†indicate optional arguments.</li> +</ul> +<h2 id="standard-mode-1">Standard Mode</h2> +<pre><code> VECTO.exe -run \[-close\] \[file1.vecto file2.vecto ... fileN.vecto\]</code></pre> +<p>Runs calculation(s) either with the provided .vecto file(s) or (if no file names are defined) with the files already loaded on start up*. If -<strong>close</strong> is used then VECTO closes after calculations are done.</p> +<h2 id="batch-mode-1">Batch Mode</h2> +<pre><code> VECTO.exe -run -batch \[-close\] \[file1.vecto file2.vecto ... fileN.vecto\] \[cycle1.vdri cycle2.vdri ... cycleN.vdri\]</code></pre> +<p>Switches to BATCH mode and runs with the provided .vecto and .vdri files. If no files are defined the pre-loaded files* are used. If -<strong>close</strong> is used then VECTO closes after calculations are done.</p> +<h2 id="opening-files">Opening files</h2> +<pre><code> VECTO.exe file1.xxx</code></pre> +<p>If the file has one of the following extensions it is opened with the associated editor dialog: .vecto, .vgbx, .veng, .vveh. Note: if more than one .vecto file is provided they will be loaded in the file list (replacing the pre-loaded list*) instead.</p> +<p>*pre-loaded files: When VECTO starts it loads the file lists (.vecto, .vdri) of the last session, see <a href="#application-files">Application Files</a>. These files can be changes manually if VECTO is not running.</p> +<h1 id="csv-format">CSV Format</h1> +<p>The following format applies to all CSV (Comma-separated values) Input Files used in VECTO:</p> +<table> +<tbody> +<tr class="odd"> +<td align="left"><strong>List Separator:</strong></td> +<td align="left">Comma “,â€</td> +</tr> +<tr class="even"> +<td align="left"><strong>Decimal-Mark:</strong></td> +<td align="left">Dot “.â€</td> +</tr> +<tr class="odd"> +<td align="left"><strong>Comments:</strong></td> +<td align="left">“#†at the beginning of the comment line. Number and position of comment lines is not limited.</td> +</tr> +<tr class="even"> +<td align="left"><strong>Header:</strong></td> +<td align="left">One header line (<strong><em>not</em></strong> <strong>a comment line</strong>) at the beginning of the file.</td> +</tr> +</tbody> +</table> +<h2 id="exceptions">Exceptions</h2> +<ul> +<li>The main input files (<a href="#job-editor">Job</a>, <a href="#vehicle-editor">Vehicle</a>, <a href="#engine-editor">Engine</a> and <a href="#gearbox-editor">Gearbox</a>) use the <a href="http://en.wikipedia.org/wiki/JSON">JSON format</a> <img src="../pics/misc/external-icon%2012x12.png" alt="" />.</li> +<li>The <a href="#auxiliary-input-file-.vaux">Auxiliary Input File (.vaux)</a> uses a modified format.</li> +<li>The <a href="#driving-cycle-.vdri">Driving Cycle (.vdri)</a> uses keywords to identify columns and therefore the header line must follow certain specifications.</li> +</ul> +<h1 id="job-editor-1">Job Editor</h1> +<div class="figure"> +<img src="pics/VECTO-Editor.svg" alt="" /> + +</div> +<h2 id="description-8">Description</h2> +<p>The job file (.vecto) includes all informations to run a VECTO calculation. It defines the vehicle and the driving cycle(s) to be used for calculation. In summary it defines:</p> +<ul> +<li>Filepath to the <a href="#vehicle-editor">Vehicle File (.vveh)</a> which defines the not-engine/gearbox-related vehicle parameters</li> +<li>Filepath to the <a href="#engine-editor">Engine File (.veng)</a> which includes full load curve(s) and the fuel consumption map</li> +<li>Filepath ot the <a href="#gearbox-editor">Gearbox File (.vgbx)</a> which defines gear ratios and transmission losses</li> +<li>Auxiliaries</li> +<li>Driver Assist parameters</li> +<li>Driving Cycles (not used in Batch Mode)</li> +</ul> +<h2 id="relative-file-paths-4">Relative File Paths</h2> +<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths. Example: “Vehicles\Vehicle1.vveh†points to the “Vehicles†subdirectory of the Job File’s directoy.</p> +<p>VECTO automatically uses relative paths if the input file (e.g. Vehicle File) is in the same directory as the Job File. (The Job File must be saved before browsing for input files.)</p> +<h2 id="general-settings-1">General Settings</h2> +<dl> +<dt><img src="pics/checkbox.png" alt="" /> Engine Only Mode</dt> +<dd><p>Enables <a href="#engine-only-mode">Engine Only Mode</a>. Only the following parameters are needed for this mode:</p> +</dd> +</dl> +<ul> +<li>Filepath to the <a href="#engine-editor">Engine File (.veng)</a></li> +<li><a href="#driving-cycle-.vdri">Driving Cycles</a> including engine torque (or power) and engine speed</li> +</ul> +<dl> +<dt>Filepath to the Vehicle File (.vveh)</dt> +<dd>Files can be created and edited using the <a href="#vehicle-editor">Vehicle Editor</a>. +</dd> +<dt>Filepath to the Engine File (.veng)</dt> +<dd>Files can be created and edited using the <a href="#engine-editor">Engine Editor</a>. +</dd> +<dt>Filepath ot the Gearbox File(.vgbx)</dt> +<dd>Files can be created and edited using the <a href="#gearbox-editor">Gearbox Editor</a>. +</dd> +<dt>Auxiliaries</dt> +<dd>This list contains all auxiliaries used for calculation. The auxiliaries are configured using the <a href="#auxiliary-dialog">Auxiliary Dialog</a>. For each auxiliary an <a href="#auxiliary-input-file-.vaux">Auxiliary Input File (.vaux)</a> must be provided and the <a href="#driving-cycle-.vdri">driving cycle</a> must include the corresponding supply power. <strong>Double-click</strong> entries to edit with the <a href="#auxiliary-dialog">Auxiliary Dialog</a>. +</dd> +<dd><p><img src="pics/plus-circle-icon.png" alt="addaux" /> Add new Auxiliary</p> +</dd> +<dd><img src="pics/minus-circle-icon.png" alt="remaux" /> Remove the selected Auxiliary from the list +</dd> +<dd><p>See <a href="#auxiliaries">Auxiliaries</a> for details.</p> +</dd> +<dt>Cycles</dt> +<dd>List of cycles used for calculation. The .vdri format is described <a href="#driving-cycle-.vdri">here</a>. <strong>Double-click</strong> an entry to open the file (see <a href="#settings">File Open Command</a>). <strong>Click</strong> selected items to edit file paths. +</dd> +<dd><p><img src="pics/plus-circle-icon.png" alt="addcycle" /> Add cycle (.vdri)</p> +</dd> +<dd><img src="pics/minus-circle-icon.png" alt="remcycle" /> Remove the selected cycle from the list +</dd> +</dl> +<h2 id="driver-assist-tab-1">Driver Assist Tab</h2> +<p>In this tab the driver assistance functions are enabled and parameterised.</p> +<dl> +<dt>Engine Start/Stop</dt> +<dd>See <a href="#engine-start-stop">Engine Start/Stop</a> for details. +</dd> +<dt>Overspeed / Eco-Roll</dt> +<dd>See <a href="#overspeed-eco-roll">Overspeed / Eco-Roll</a> for details. +</dd> +<dt>Look-Ahead Coasting</dt> +<dd>See <a href="#look-ahead-coasting">Look-Ahead Coasting</a> for details. +</dd> +<dt>Acceleration Limiting</dt> +<dd>See <a href="#acceleration-limiting">Acceleration Limiting</a> for details. +</dd> +</dl> +<h2 id="chart-area-3">Chart Area</h2> +<p>If a valid <a href="#vehicle-editor">Vehicle File</a>, <a href="#engine-editor">Engine File</a> and <a href="#gearbox-editor">Gearbox File</a> is loaded into the Editor the main vehicle parameters like HDV class and axle configuration are shown here. The plot shows the full load curve(s) and shift polygons. In <a href="#declaration-mode">Declaration Mode</a> the <strong>generic</strong> shift polygons are shown, not the ones from the Gearbox File.</p> +<h2 id="controls-8">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="new" /> New Job File</dt> +<dd>Create a new empty .vecto file +</dd> +<dt><img src="pics/Open-icon.png" alt="open" /> Open existing Job File</dt> +<dd>Open an existing .vecto file +</dd> +</dl> +<p><img src="pics/Actions-document-save-icon.png" alt="save" /> <strong><em>Save current Job File</em></strong></p> +<p><img src="pics/Actions-document-save-as-icon.png" alt="SaveAs" /> <strong><em>Save Job File as…</em></strong></p> +<dl> +<dt><img src="pics/export-icon.png" alt="sendto" /> Send current file to Job List in <a href="#main-form">Main Form</a></dt> +<dd><strong>Note:</strong> The file will be sent to the Job List automatically when saved. +</dd> +</dl> +<p><img src="pics/VECTO/Veh.png" alt="veh" /> <strong><em>Open <a href="#vehicle-editor">Vehicle Editor</a></em></strong></p> +<p><img src="pics/VECTO/Eng.png" alt="eng" /> <strong><em>Open <a href="#engine-editor">Engine Editor</a></em></strong></p> +<p><img src="pics/VECTO/Gbx.png" alt="gbx" /> <strong><em>Open <a href="#gearbox-editor">Gearbox Editor</a></em></strong></p> +<p><img src="pics/browse.png" alt="" /> <strong><em>Browse for vehicle/engine/gearbox files</em></strong></p> +<dl> +<dt><img src="pics/OK.png" alt="OK" /> Save and close file</dt> +<dd>File will be added to Job List in the <a href="#main-form">Main Form</a>. +</dd> +</dl> +<p><img src="pics/Cancel.png" alt="Cancel" /> <strong><em>Cancel without saving</em></strong></p> +<h1 id="vehicle-editor-1">Vehicle Editor</h1> +<div class="figure"> +<img src="pics/VEH-Editor.png" alt="" /> + +</div> +<h2 id="description-9">Description</h2> +<p>The Vehicle File (.vveh) defines the main vehicle/chassis parameters like axles including <a href="#rolling-resistance-coefficient">RRC</a>s, air resistance and weight.</p> +<h2 id="relative-file-paths-5">Relative File Paths</h2> +<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths. Example: “Demo1.vrlm†points to the “Demo†subdirectory of the Vehicle File’s directoy.</p> +<p>VECTO automatically uses relative paths if the input file (e.g. Retarder Losses File) is in the same directory as the Vehicle File. (The Vehicle File must be saved before browsing for input files.)</p> +<h2 id="general-vehicle-parameters-1">General vehicle parameters</h2> +<dl> +<dt>Vehicle Category</dt> +<dd>Needed for <a href="#declaration-mode">Declaration Mode</a> to identify the HDV Class. +</dd> +<dt>Axle Configuration</dt> +<dd>Needed for <a href="#declaration-mode">Declaration Mode</a> to identify the HDV Class. +</dd> +<dt>Gross Vehicle Mass Rating [t]</dt> +<dd>Needed for <a href="#declaration-mode">Declaration Mode</a> to identify the HDV Class. +</dd> +<dt>HDV Class</dt> +<dd>Displays the automatically selected HDV Class depending on the settings above. +</dd> +</dl> +<h2 id="weightloading-1">Weight/Loading</h2> +<p>These fields define the weight and loading of the vehicle. <strong>Max. Loading</strong> displayes the maximum possible loading for the selected vehicle depending on curb weight and GVW values.</p> +<p><strong><em>Note:</em></strong> <em>VECTO uses the sum of</em> <strong><em>Curb Weight Vehicle, Curb Weight Extra Trailer/Body</em></strong> <em>and</em> <strong><em>Loading</em></strong> <em>for calculation!</em></p> +<h2 id="air-resistance-1">Air Resistance</h2> +<p>The product of Drag Coefficient [-] and Cross Sectional Area [m²] (<strong>c<sub>d</sub> x A</strong>) and <strong>Air Density</strong> [kg/m³] (see <a href="#settings">Settings</a>) together with the vehicle speed defines the Air Resistance. Note that the Drag Coefficient may be altered when using <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a>.</p> +<h2 id="axleswheels-1">Axles/Wheels</h2> +<p>For each axle the parameters <strong>Relative axle load, RRC<sub>ISO</sub></strong> and <strong>F<sub>zISO</sub></strong> have to be defined in order to calculate the total <a href="#rolling-resistance-coefficient">Rolling Resistance Coefficient</a>. Furthermore the <strong>Wheels Inertia [kgm²]</strong> has to be set per wheel for each axle. In <a href="#declaration-mode">Declaration Mode</a> the inertia is defined automatically according to the selected tyres. Use the <img src="pics/plus-circle-icon.png" alt="" /> and <img src="pics/minus-circle-icon.png" alt="" /> buttons to add or remove axles form the vehicle. Doubleclick entries to edit existing axle configurations.</p> +<dl> +<dt>Dynamic Tyre Radius [mm]</dt> +<dd>Effective (dynamic) wheel radius used to calculate engine speed. In <a href="#declaration-mode">Declaration Mode</a> the radius calculated automatically using tyres/rims of the powered axle. +</dd> +<dt>Powered axle tyres/rims</dt> +<dd>Needed for <a href="#declaration-mode">Declaration Mode</a> to calculate the dynamic tyre radius. +</dd> +</dl> +<h2 id="retarder-losses-1">Retarder Losses</h2> +<p>If available a <strong>Retarder Torque Loss Map</strong> can be defined here to consider idling losses caused by the retarder. <strong><em>Note: Do not use this function if the retarder’s losses are already included in the Transmission Loss Maps!</em></strong></p> +<dl> +<dt>Three options are available:</dt> +<dd><ul> +<li>None</li> +<li>Primary (before gearbox): The rpm ratio is relative to the engine speed</li> +<li>Secondary (after gearbox): The rpm ratio is relative to the cardan shaft speed</li> +</ul> +</dd> +</dl> +<p>Both, primary and secondary retarders, require an <a href="#retarder-loss-torque-input-file-.vrlm">Retarder Loss Torque Input File (.vrlm)</a>.</p> +<h2 id="cross-wind-correction-2">Cross Wind Correction</h2> +<dl> +<dt>Three different options are available:</dt> +<dd><ul> +<li>No Correction</li> +<li>Speed dependent (User-defined)</li> +<li>Speed dependent (Declaration Mode)</li> +<li>Vair & Beta Input</li> +</ul> +</dd> +</dl> +<p>Depending on the chosen mode either a <a href="#speed-dependent-cross-wind-correction-input-file-.vcdv">Speed Dependent Cross Wind Correction Input File (.vcdv)</a> or a <a href="#speed-dependent-cross-wind-correction-input-file-.vcdv">Vair & Beta Cross Wind Correction Input File (.vcdb)</a> must be defined. For details see <a href="#cross-wind-correction">Cross Wind Correction</a>.</p> +<h2 id="controls-9">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="" /> New file</dt> +<dd>Create a new empty .vveh file +</dd> +<dt><img src="pics/Open-icon.png" alt="" /> Open existing file</dt> +<dd>Open an existing .vveh file +</dd> +</dl> +<p><img src="pics/Actions-document-save-icon.png" alt="" /> <strong><em>Save current file</em></strong></p> +<p><img src="pics/Actions-document-save-as-icon.png" alt="" /> <strong><em>Save file as…</em></strong></p> +<dl> +<dt><img src="pics/export-icon.png" alt="" /> Send current file to the <a href="#job-editor">VECTO Editor</a></dt> +<dd><strong>Note:</strong> If the current file was opened via the <a href="#job-editor">VECTO Editor</a> the file will be sent automatically when saved. +</dd> +<dt><img src="pics/OK.png" alt="" /> Save and close file</dt> +<dd>If necessary the file path in the <a href="#job-editor">VECTO Editor</a> will be updated. +</dd> +</dl> +<p><img src="pics/Cancel.png" alt="" /> <strong><em>Cancel without saving</em></strong></p> +<h1 id="speed-dependent-cross-wind-correction-input-file-.vcdv">Speed Dependent Cross Wind Correction Input File (.vcdv)</h1> +<p>The file is needed for speed dependent <a href="#cross-wind-correction">Cross Wind Correction</a>.</p> +<h2 id="file-format">File Format</h2> +<p>The file uses the <a href="#csv-format">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Two columns</li> +<li>One header line</li> +<li>At least two lines with numeric values (below file header)</li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>vehicle speed [km/h]</strong></th> +<th align="left"><strong>cd Scaling Factor [-]</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="vair-beta-cross-wind-correction-input-file-.vcdb">Vair & Beta Cross Wind Correction Input File (.vcdb)</h1> +<p>The file is needed for Vair & Beta <a href="#cross-wind-correction">Cross Wind Correction</a>.</p> +<h2 id="file-format-1">File Format</h2> +<p>The file uses the VECTO CSV format <a href="#csv-format">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Two columns</li> +<li>One header line</li> +<li>At least two lines with numeric values (below file header)</li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>Beta [°]</strong></th> +<th align="left"><strong>cd Scaling Factor [-]</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="retarder-loss-torque-input-file-.vrlm">Retarder Loss Torque Input File (.vrlm)</h1> +<p>This file is used to define retarder idling losses. It can be used for primary and secondary retarders and must be set in the <a href="#vehicle-editor">Vehicle File</a>.</p> +<h2 id="file-format-2">File Format</h2> +<p>The file uses the <a href="#csv-format">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Two columns</li> +<li>One header line</li> +<li>At least two lines with numeric values (below file header)</li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>Retarder Speed [1/min]</strong></th> +<th align="left"><strong>Loss Torque [Nm]</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="engine-editor-1">Engine Editor</h1> +<div class="figure"> +<img src="pics/ENG-Editor.svg" alt="" /> + +</div> +<h2 id="description-10">Description</h2> +<p>The Engine File (.veng) defines all engine-related parameters and input files like Fuel Consumption Map and Full Load Curves.</p> +<h2 id="relative-file-paths-6">Relative File Paths</h2> +<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths.</p> +<p>Example: “Demo\FLD1.vfld†points to the “Demo†subdirectory of the Engine File’s directory.</p> +<p>VECTO automatically uses relative paths if the input file (e.g. FC Map) is in the same directory as the Engine File. The Engine File must be saved before browsing for input files.)</p> +<h2 id="main-engine-parameters-1">Main Engine Parameters</h2> +<dl> +<dt>Make and Model</dt> +<dd>Free text defining the engine model, type, etc. +</dd> +<dt>Idling Engine Speed [rpm]</dt> +<dd>Low idle, applied in simulation for vehicle standstill in neutral gear position. +</dd> +<dt>Displacement [ccm]</dt> +<dd>Used in <a href="#declaration-mode">Declaration Mode</a> to calculate inertia. +</dd> +<dt>Inertia including Flywheel [kgm²]</dt> +<dd>Inertia for rotating parts including engine flywheel. In <a href="#declaration-mode">Declaration Mode</a> the inertia is calculated automatically. +</dd> +</dl> +<h2 id="full-load-and-drag-curves-1">Full Load and Drag Curves</h2> +<p>The <a href="#full-load-and-drag-curves-.vfld">Full Load and Drag Curves (.vfld)</a> Note that gear-specific full load curves can be defined in the <a href="#gearbox-editor">Gearbox File</a> to limit the maximum gearbox input torque.</p> +<p>The input file (.vfld) file format is described <a href="#full-load-and-drag-curves-.vfld">here</a>.</p> +<h2 id="fuel-consumption-map-1">Fuel Consumption Map</h2> +<p>The <a href="#fuel-consumption-map-.vmap">Fuel Consumption Map</a> is used to calculate the base FC value. See <a href="#fuel-consumption-calculation">Fuel Consumption Calculation</a> for details.</p> +<p>The input file (.vmap) file format is described <a href="#fuel-consumption-map-.vmap">here</a>.</p> +<h2 id="whtc-correction-factors-1">WHTC Correction Factors</h2> +<p>The WHTC Corretion Factors are required in <a href="#declaration-mode">Declaration Mode</a> for the <a href="#fuel-consumption-calculation">WHTC FC Correction</a>.</p> +<h2 id="chart-area-4">Chart Area</h2> +<p>The Chart Area shows the fuel consumption map and the selected full load curve.</p> +<h2 id="controls-10">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="new" />New file</dt> +<dd>Create a new empty .veng file +</dd> +<dt><img src="pics/Open-icon.png" alt="open" />Open existing file</dt> +<dd>Open an existing .veng file +</dd> +</dl> +<p><img src="pics/Actions-document-save-icon.png" alt="save" /><strong><em>Save current file</em></strong><br /> +</p> +<p><img src="pics/Actions-document-save-as-icon.png" alt="SaveAs" /><strong><em>Save file as…</em></strong><br /> +</p> +<dl> +<dt><img src="pics/export-icon.png" alt="sendto" />Send current file to the <a href="#job-editor">VECTO Editor</a></dt> +<dd><strong>Note:</strong> If the current file was opened via the <a href="#job-editor">VECTO Editor</a> the file will be sent automatically when saved. +</dd> +</dl> +<p><img src="pics/OpenFile.PNG" alt="" /><strong><em>Open file</em></strong> (see <a href="#settings">File Open Command)</a>.</p> +<dl> +<dt><img src="pics/OK.png" alt="OK" />Save and close file</dt> +<dd>If necessary the file path in the <a href="#job-editor">VECTO Editor</a> will be updated. +</dd> +</dl> +<p><img src="pics/Cancel.png" alt="Cancel" /><strong><em>Cancel without saving</em></strong></p> +<h1 id="full-load-and-drag-curves-.vfld">Full Load and Drag Curves (.vfld)</h1> +<p>This file contains the full load and drag curves and the PT1 values for the <a href="#transient-full-load">transient full load calculation</a>.</p> +<h2 id="file-format-3">File Format</h2> +<p>The file uses the <a href="#csv-format">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Four columns</li> +<li>One header line</li> +<li>At least two lines with numeric values (below file header)</li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>engine speed [1/min]</strong></th> +<th align="left"><strong>full load torque [Nm]</strong></th> +<th align="left"><strong>motoring torque [Nm]</strong></th> +<th align="left"><strong>PT1 time constant [s]</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="fuel-consumption-map-.vmap">Fuel Consumption Map (.vmap)</h1> +<p>The FC map is used to interpolate the base fuel consumption before corrections are applied. For details see <a href="#fuel-consumption-calculation">Fuel Consumption Calculation</a>.</p> +<h2 id="file-format-4">File Format</h2> +<p>The file uses the <a href="#csv-format">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Three columns</li> +<li>One header line</li> +<li>At least four lines with numeric values (below file header)</li> +<li>The map must cover the full engine range between full load and motoring curve. <strong>Extrapolation is not possible!</strong></li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>engine speed [1/min]</strong></th> +<th align="left"><strong>engine torque [Nm]</strong></th> +<th align="left"><strong>Fuel Consumption [g/h]</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="gearbox-editor-1">Gearbox Editor</h1> +<div class="figure"> +<img src="pics/GBX-Editor.svg" alt="" /> + +</div> +<h2 id="description-11">Description</h2> +<p>The Gearbox File (.vgbx) defines alls gearbox-related input parameters like gear ratios and transmission loss maps. See <a href="#gear-shift-model">Gear Shift Model</a> for details.</p> +<h2 id="relative-file-paths-7">Relative File Paths</h2> +<p>It is recommended to define relative filepaths. This way the Job File and all input files can be moved without having to update the paths.<br /> +Example: “Gears\Gear1.vtlm†points to the “Gears†subdirectory of the Gearbox File’s directoy.</p> +<p>VECTO automatically uses relative paths if the input file (e.g. Shift Polygons File) is in the same directory as the Gearbox File. (The Gearbox File must be saved before browsing for input files.)</p> +<h2 id="main-gearbox-parameters-1">Main Gearbox Parameters</h2> +<dl> +<dt>Make and Model</dt> +<dd>Free text defining the gearbox model, type, etc. +</dd> +<dt>Transmission Type</dt> +<dd>Depending on the transmission type some options below are not available.The following types are available: +</dd> +<dd><ul> +<li><strong>Manual Transmission</strong> (MT)</li> +<li><strong>Automated Manual Transmission</strong> (AMT)</li> +<li><strong>Automatic Transmission</strong> (AT)</li> +<li><strong>Custom</strong></li> +</ul> +</dd> +<dd>Note: The types AT and Custom are not available in <a href="#declaration-mode">Declaration Mode</a>. +</dd> +<dt>Inertia [kgm²]</dt> +<dd>Rotational inertia of the gearbox (constant for all gears). +</dd> +<dt>Traction Interruption [s]</dt> +<dd>Interruption during gear shift event. +</dd> +</dl> +<h2 id="gears-1">Gears</h2> +<p>Use the <img src="pics/plus-circle-icon.png" alt="add" /> and <img src="pics/minus-circle-icon.png" alt="remove" /> buttons to add or remove gears form the vehicle. Doubleclick entries to edit existing gears.</p> +<ul> +<li>Gear <strong>“Aâ€</strong> defines the ratio of the axle transmission / differential.</li> +<li>Column <strong>“TCâ€</strong> (AT only) defines which gears are using the torque converter (lock-up clutch open).</li> +<li>Column <strong>“Loss Map or Efficiencyâ€</strong> allows to define either a constant efficiency value or a <a href="#transmission-loss-map-.vtlm">loss map (.vtlm)</a>.</li> +<li>Column <strong>“Shift polygonsâ€</strong> defines the <a href="#shift-polygons-input-file-.vgbs">Shift Polygons InputFile (.vgbs)</a> for each gear. Not requiredin <a href="#declaration-mode">Declaration Mode</a>. See <a href="#gear-shift-model">GearShift Model</a> for details.</li> +<li>Column <strong>“Full Load Curvesâ€</strong> defines the <a href="#full-load-and-drag-curves-.vfld">Full Load Curve for (.vfld)</a> each gear. It is used for torque limiting and <a href="#gear-shift-model">generic shift polygons</a> in Declaration Mode. If no file is defined the engine full load curve will be used.</li> +</ul> +<h2 id="gear-shift-parameters-1">Gear shift parameters</h2> +<dl> +<dt><img src="pics/checkbox.png" alt="" /> Allow shift-up inside polygons</dt> +<dd>See <a href="#gear-shift-model">Gear Shift Model</a>. +</dd> +<dt><img src="pics/checkbox.png" alt="" /> Skip Gears</dt> +<dd>See <a href="#gear-shift-model">Gear Shift Model</a>. +</dd> +<dt>Torque Reserve [%]</dt> +<dd>This parameter is required for the <strong>Allow shift-up inside polygons</strong> and <strong>Skip Gears</strong> options. +</dd> +<dt>Minimum shift time [s]</dt> +<dd>Limits the time between two gear shifts in whole seconds. This rule will be ignored if rpms are too high or too low. Note that high values may cause high rpms during acceleration. +</dd> +<dt>Start Gear</dt> +<dd>In order to calculate an appropriate gear for vehicle start (first gear after vehicle standstill) a fictional load case is calculated using a specified <strong>reference vehicle speed</strong> and <strong>reference acceleration</strong> together with the actual road gradient, transmission losses and auxiliary power demand. This way the start gear is independent from the target speed. VECTO uses the highest possible gear which provides the defined <strong>torque reserve</strong>. +</dd> +</dl> +<h2 id="chart-area-5">Chart Area</h2> +<p>The Chart Area displays the <a href="#shift-polygons-input-file-.vgbs">Shift Polygons Input File(.vgbs)</a> for the selected gear.</p> +<h2 id="torque-converter-1">Torque Converter</h2> +<p>The <a href="#torque-converter-model">Torque Converter Model</a> is still in development.</p> +<dl> +<dt>Inertia [kgm²]</dt> +<dd>Rotational inertia of the engine-side part of the torque converter. (Gearbox-side inertia is not considered in VECTO.) +</dd> +</dl> +<h2 id="controls-11">Controls</h2> +<dl> +<dt><img src="pics/blue-document-icon.png" alt="" /> New file</dt> +<dd>Create a new empty .vgbx file +</dd> +<dt><img src="pics/Open-icon.png" alt="open" />Open existing file</dt> +<dd>Open an existing .vgbx file +</dd> +</dl> +<p><img src="pics/Actions-document-save-icon.png" alt="save" /> <strong><em>Save current file</em></strong></p> +<p><img src="pics/Actions-document-save-as-icon.png" alt="SaveAs" /> <strong><em>Save file as…</em></strong></p> +<dl> +<dt><img src="pics/export-icon.png" alt="sendto" /> Send current file to the <a href="#job-editor">VECTO Editor</a></dt> +<dd><strong>Note:</strong> If the current file was opened via the <a href="#job-editor">VECTO Editor</a> the file will be sentautomatically when saved. +</dd> +</dl> +<p><img src="pics/browse.png" alt="" /> <strong><em>Open file browser</em></strong></p> +<p><img src="pics/OpenFile.PNG" alt="" /> <strong><em>Open file</em></strong> (see <a href="#settings">File Open Command)</a>.</p> +<dl> +<dt><img src="pics/OK.png" alt="OK" /> Save and close file</dt> +<dd>If necessary the file path in the <a href="#job-editor">VECTO Editor</a> will be updated. +</dd> +</dl> +<p><img src="pics/Cancel.png" alt="Cancel" /> <strong><em>Cancel without saving</em></strong></p> +<h1 id="shift-polygons-input-file-.vgbs">Shift Polygons Input File (.vgbs)</h1> +<p>Defines up- and down-shift curves. See <a href="#gear-shift-model">Gear Shift Model</a> for details.</p> +<div class="figure"> +<img src="pics/Shift.svg" alt="" /> + +</div> +<h2 id="file-format-5">File Format</h2> +<p>The file uses the <a href="#csv-format">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Three columns</li> +<li>One header line</li> +<li>At least two lines with numeric values (below file header)</li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>Engine Torque [Nm]</strong></th> +<th align="left"><strong>Downshift rpm [1/min]</strong></th> +<th align="left"><strong>Upshift rpm [1/min]</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="transmission-loss-map-.vtlm">Transmission Loss Map (.vtlm)</h1> +<p>This file defines losses in gearbox and axle transmission and must be provided for each gear in the <a href="#gearbox-editor">Gearbox File</a>.</p> +<h2 id="file-format-6">File Format</h2> +<p>The file uses the <a href="#csv-format">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Three columns</li> +<li>One header line</li> +<li>At least four lines with numeric values (below file header)</li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>Input Speed [1/min]</strong></th> +<th align="left"><strong>Input Torque [Nm]</strong></th> +<th align="left"><strong>Torque Loss</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<p>Input Speed & Torque always means <strong>engine-side</strong>.</p> +<dl> +<dt>Sign of torque values:</dt> +<dd><ul> +<li>Input Torque > 0 for normal driving operation</li> +<li>Input Torque < 0 for motoring operation. <strong><em>The Torque Loss Map must include negative torque values for engine motoring operation!</em></strong></li> +<li>Torque Loss is always positive!</li> +</ul> +</dd> +<dt>Calculation of Output Torque:</dt> +<dd>VECTO calculates the output torque using this formula, independent from the current operation mode (driving/braking). +</dd> +</dl> +<p><span class="math inline">Output\ Torque = (Input\ Torque-Torque\ Loss) \times GearRatio</span></p> +<h1 id="torque-converter-characteristics-.vtcc">Torque Converter Characteristics (.vtcc)</h1> +<p><strong>!!! The Torque Converter Model is still in development !!!</strong></p> +<p>This file defines the torque converter characteristics as described in VDI 2153:</p> +<ul> +<li><strong>Speed Ratio</strong> (ν) = Output Speed / Input Speed</li> +<li><strong>Torque Ratio</strong> (μ) = Output Torque / Input Torque</li> +<li><strong>Input Torque</strong> (T<sub>ref(ν)</sub>) is the input torque (over ν) for a specific reference engine speed (see below).</li> +</ul> +<p>The Input Torque at  reference engine speed is needed to calculate the actual engine torque using this formula:</p> +<p><span class="math inline">T_{in} = T_{ref}(v) \cdot ( \frac{n_{in}}{n_{ref}} )^{2}</span></p> +<p>with:</p> +<ul> +<li>T<sub>in</sub> = engine torque [Nm]</li> +<li>T<sub>ref(ν)</sub> = reference torque at reference rpm (form .vtcc file) [Nm]</li> +<li>n<sub>in</sub> = engine speed [1/min]</li> +<li>n<sub>ref</sub> = reference rpm [1/min] (see below)</li> +</ul> +<p>The torque converter characteristics must also be defined for speed ratios of more than one (ν>1) in order to calculate overrun conditions (torque<0).</p> +<h2 id="file-format-7">File Format</h2> +<p>The file uses the <a href="#csv-format">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Three columns</li> +<li>One header line</li> +<li>At least two lines with numeric values (below file header)<br /> +</li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>Speed Ratio ν</strong></th> +<th align="left"><strong>Torque Ratio μ</strong></th> +<th align="left"><strong>Input Torque at reference rpm</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="auxiliary-input-file-.vaux">Auxiliary Input File (.vaux)</h1> +<p>This file is used to configure a single auxiliary. Multiple .vaux files can be defined in the <a href="#job-editor">Job File</a> via the <a href="#auxiliary-dialog">Auxiliary Dialog</a>.</p> +<p>See <a href="#auxiliaries">Auxiliaries</a> for details on how the power demand for each auxiliary is calculated.</p> +<h2 id="file-format-8">File Format</h2> +<p>The file uses the VECTO CSV format with three additional parameters on top of the efficiency map.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Lines 1,3,5 and 7 are reserved for headers. Theses lines are skipped during file read.</li> +<li>Line 2: <a href="#auxiliaries">TransRatio</a> = Speed ratio between auxiliary and engine. [-]</li> +<li>Line 4: <a href="#auxiliaries">EffToEng</a> = Efficiency of auxiliary (belt/gear) drive [-]</li> +<li>Line 6: <a href="#auxiliaries">EffToSply</a> = Consumer efficiency [-]</li> +<li>Line 8 and following (at least four): <a href="#auxiliaries">EffMap</a> = Auxiliary efficiency map.</li> +</ul> +</dd> +</dl> +<p><strong><em>Format:</em></strong></p> +<table> +<tbody> +<tr class="odd"> +<td align="left"><strong>TransRatio [-]</strong></td> +<td align="left"><strong>Max. acceleration [m/s<sup>2</sup>]</strong></td> +<td align="left"><strong>Max. deceleration [m/s<sup>2</sup>]</strong></td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left"></td> +<td align="left"></td> +</tr> +<tr class="odd"> +<td align="left"><strong>EffToEng [-]</strong></td> +<td align="left"></td> +<td align="left"></td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left"></td> +<td align="left"></td> +</tr> +<tr class="odd"> +<td align="left"><strong>EffToSply [-]</strong></td> +<td align="left"></td> +<td align="left"></td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left"></td> +<td align="left"></td> +</tr> +<tr class="odd"> +<td align="left"><strong>Auxiliary speed [1/min]</strong></td> +<td align="left"><strong>Mechanical power [kW]</strong></td> +<td align="left"><strong>Supply power [kW]</strong></td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="driving-cycle-.vdri">Driving Cycle (.vdri)</h1> +<p>The Driving Cycle defines vehicle speed, road gradient and other parameters either time- or distance-based. It’s open format requires Idenfiers to define the content of each column.</p> +<h2 id="important-notes">Important Notes</h2> +<ul> +<li>For distance-based cycles there is a minimum distance-step of 1[m] required. The calculation will abort if larger steps are used.</li> +<li>Time-based cycles can be defined in any given time resolution, including variable time steps. If the time identifier “<t>†is not used the data will be interpreted in 1[s] resolution (1Hz).</li> +</ul> +<h2 id="supported-identifiers">Supported Identifiers</h2> +<table> +<thead> +<tr class="header"> +<th align="left">Identifier</th> +<th align="left">Quantity</th> +<th align="left">Unit</th> +<th align="left">Description</th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left"><strong><s></strong></td> +<td align="left">Distance</td> +<td align="left">[m]</td> +<td align="left">Travelled distance used for distance-based cycles. If <t> is also defined this column will be ignored.</td> +</tr> +<tr class="even"> +<td align="left"><strong><t></strong></td> +<td align="left">Time</td> +<td align="left">[s]</td> +<td align="left">Used for time-based cycles. If neither this nor the distance <s> is defined the data will be interpreted as 1Hz.</td> +</tr> +<tr class="odd"> +<td align="left"><strong><v></strong></td> +<td align="left">Vehicle Speed</td> +<td align="left">[km/h]</td> +<td align="left">Required except for <a href="#engine-only-mode">Engine Only Mode</a> and <a href="#pwheel-input-sico-mode">P<sub>wheel</sub>-Input</a> calculations.</td> +</tr> +<tr class="even"> +<td align="left"><strong><grad></strong></td> +<td align="left">Road Gradient</td> +<td align="left">[%]</td> +<td align="left">Optional.</td> +</tr> +<tr class="odd"> +<td align="left"><strong><stop></strong></td> +<td align="left">Stopping Time</td> +<td align="left">[s]</td> +<td align="left">Required for distance-based cycles. Not used in time based cycles. <stop> defines the time the vehicle spends in stop phases.</td> +</tr> +<tr class="even"> +<td align="left"><strong><Aux_xxx></strong></td> +<td align="left">Auxiliary Supply Power</td> +<td align="left">[kW]</td> +<td align="left">Supply Power input for each auxiliary defined in the <a href="#job-editor">.vecto file</a> where xxx matches the ID of the corresponding <a href="#auxiliary-dialog">Auxiliary</a>. ID’s are not case sensitive and must not contain space or special characters.</td> +</tr> +<tr class="odd"> +<td align="left"><strong><n></strong></td> +<td align="left">Engine Speed</td> +<td align="left">[rpm]</td> +<td align="left">If <n> is defined VECTO uses that instead of the calculated engine speed value.</td> +</tr> +<tr class="even"> +<td align="left"><strong><gear></strong></td> +<td align="left">Gear</td> +<td align="left">[-]</td> +<td align="left">Gear input. Overwrites the gear shift model.</td> +</tr> +<tr class="odd"> +<td align="left"><strong><Padd></strong></td> +<td align="left">Additional Aux Power Demand</td> +<td align="left">[kW]</td> +<td align="left">This power input will be directly added to the engine power in addition to possible other auxiliaries. Also used in <a href="#engine-only-mode">Engine Only Mode</a>.</td> +</tr> +<tr class="even"> +<td align="left"><strong><vair_res></strong></td> +<td align="left">Air speed relative to vehicle</td> +<td align="left">[km/h]</td> +<td align="left">Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair & Beta Input</strong>.</td> +</tr> +<tr class="odd"> +<td align="left"><strong><vair_beta></strong></td> +<td align="left">Wind Yaw Angle</td> +<td align="left">[°]</td> +<td align="left">Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair & Beta Input</strong>.</td> +</tr> +<tr class="even"> +<td align="left"><strong><Pe></strong></td> +<td align="left">Engine power</td> +<td align="left">[kW]</td> +<td align="left">Effective engine power at clutch. Only required in <a href="#engine-only-mode">Engine Only Mode</a>. Alternatively torque <Me> can be defined. Use <strong><DRAG></strong> to define motoring operation.</td> +</tr> +<tr class="odd"> +<td align="left"><strong><Me></strong></td> +<td align="left">Engine torque</td> +<td align="left">[Nm]</td> +<td align="left">Effective engine torque at clutch. Only required in <a href="#engine-only-mode">Engine Only Mode</a>. Alternatively power <Pe> can be defined. Use <strong><DRAG></strong> to define motoring operation.</td> +</tr> +<tr class="even"> +<td align="left"><strong><Pwheel></strong></td> +<td align="left">Power at wheels</td> +<td align="left">[kW]</td> +<td align="left">Overwrites power calculation. Requires Gear and Engine Speed input.Cycle must be time based.</td> +</tr> +</tbody> +</table> +<h2 id="examples">Examples</h2> +<p>The demo data provided with VECTO contains several .vdri files that may be used as template.</p> +<p><strong>Example 1:</strong> Distance-based cycle with <strong>Road Gradient</strong> and two <strong>Auxiliaries</strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><s></th> +<th align="left"><v></th> +<th align="left"><grad></th> +<th align="left"><stop></th> +<th align="left"><Aux_Alt></th> +<th align="left"><Aux_Demo></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">0</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="even"> +<td align="left">1</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="odd"> +<td align="left">2</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="even"> +<td align="left">3</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="odd"> +<td align="left">4</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="even"> +<td align="left">5</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="odd"> +<td align="left">6</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="even"> +<td align="left">7</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="odd"> +<td align="left">8</td> +<td align="left">60</td> +<td align="left">2.95016969</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="even"> +<td align="left">9</td> +<td align="left">60</td> +<td align="left">3.06801369</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="odd"> +<td align="left">10</td> +<td align="left">60</td> +<td align="left">3.06801369</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="even"> +<td align="left">11</td> +<td align="left">60</td> +<td align="left">3.06801369</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="odd"> +<td align="left">12</td> +<td align="left">60</td> +<td align="left">3.06801369</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +<tr class="even"> +<td align="left">13</td> +<td align="left">60</td> +<td align="left">3.06801369</td> +<td align="left">0</td> +<td align="left">0.5</td> +<td align="left">4.752</td> +</tr> +</tbody> +</table> +<p><strong>Example 2:</strong> Time-based cycle with Engine Speed, <strong>Vair & Beta Input</strong>, one <strong>Auxiliary</strong> and <strong>Additional Aux Demand</strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><t></th> +<th align="left"><v></th> +<th align="left"><grad></th> +<th align="left"><n></th> +<th align="left"><vair_res></th> +<th align="left"><vair_beta></th> +<th align="left"><Aux_Alt></th> +<th align="left"><Padd></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">1</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">594</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.532</td> +<td align="left">2.007686806</td> +</tr> +<tr class="even"> +<td align="left">2</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">602.25</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.588</td> +<td align="left">3.222867975</td> +</tr> +<tr class="odd"> +<td align="left">3</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">600</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.644</td> +<td align="left">3.215345965</td> +</tr> +<tr class="even"> +<td align="left">4</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">598</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.728</td> +<td align="left">3.208650609</td> +</tr> +<tr class="odd"> +<td align="left">5</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">595.25</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.644</td> +<td align="left">3.199146758</td> +</tr> +<tr class="even"> +<td align="left">6</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">602.5</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.588</td> +<td align="left">2.050366424</td> +</tr> +<tr class="odd"> +<td align="left">7</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">599.25</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.588</td> +<td align="left">3.212783873</td> +</tr> +<tr class="even"> +<td align="left">8</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">598</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.644</td> +<td align="left">3.208568475</td> +</tr> +<tr class="odd"> +<td align="left">9</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">595.75</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.504</td> +<td align="left">3.201815003</td> +</tr> +<tr class="even"> +<td align="left">10</td> +<td align="left">0.3112</td> +<td align="left">0</td> +<td align="left">983.75</td> +<td align="left">0</td> +<td align="left">0</td> +<td align="left">0.476</td> +<td align="left">4.532197507</td> +</tr> +<tr class="odd"> +<td align="left">11</td> +<td align="left">5.2782</td> +<td align="left">-0.041207832</td> +<td align="left">723.75</td> +<td align="left">8.532</td> +<td align="left">0</td> +<td align="left">0.42</td> +<td align="left">2.453370264</td> +</tr> +<tr class="even"> +<td align="left">12</td> +<td align="left">10.5768</td> +<td align="left">-0.049730127</td> +<td align="left">1223.25</td> +<td align="left">12.024</td> +<td align="left">34</td> +<td align="left">0.476</td> +<td align="left">3.520827362</td> +</tr> +<tr class="odd"> +<td align="left">13</td> +<td align="left">15.66795</td> +<td align="left">-0.05296987</td> +<td align="left">1737.25</td> +<td align="left">14.472</td> +<td align="left">28</td> +<td align="left">0.504</td> +<td align="left">4.880874189</td> +</tr> +<tr class="even"> +<td align="left">14</td> +<td align="left">20.80995</td> +<td align="left">-0.05715414</td> +<td align="left">2238.25</td> +<td align="left">21.312</td> +<td align="left">21</td> +<td align="left">0.476</td> +<td align="left">6.648425375</td> +</tr> +<tr class="odd"> +<td align="left">15</td> +<td align="left">24.1622</td> +<td align="left">-0.059104326</td> +<td align="left">2428.5</td> +<td align="left">21.42</td> +<td align="left">5</td> +<td align="left">0.476</td> +<td align="left">7.393337294</td> +</tr> +<tr class="even"> +<td align="left">16</td> +<td align="left">26.56975</td> +<td align="left">-0.057649533</td> +<td align="left">1709.25</td> +<td align="left">22.5</td> +<td align="left">-8</td> +<td align="left">0.476</td> +<td align="left">4.999156225</td> +</tr> +<tr class="odd"> +<td align="left">17</td> +<td align="left">31.6701</td> +<td align="left">-0.056915608</td> +<td align="left">1966.75</td> +<td align="left">32.22</td> +<td align="left">-11</td> +<td align="left">0.504</td> +<td align="left">5.889710204</td> +</tr> +<tr class="even"> +<td align="left">18</td> +<td align="left">36.98445</td> +<td align="left">-0.06826105</td> +<td align="left">2250</td> +<td align="left">38.232</td> +<td align="left">-5</td> +<td align="left">0.504</td> +<td align="left">6.917938049</td> +</tr> +</tbody> +</table> +<h1 id="acceleration-limiting-input-file-.vacc">Acceleration Limiting Input File (.vacc)</h1> +<p>The file is used for <a href="#acceleration-limiting">Acceleration Limiting</a>. It defines the acceleration and deceleration limits as function of vehicle speed. The filepath has to be defined in the <a href="#job-editor">Job File</a>.</p> +<div class="figure"> +<img src="pics/AccLimit.png" alt="" /> + +</div> +<h2 id="file-format-9">File Format</h2> +<p>The file uses the <a href="#user-interface">VECTO CSV format</a>.</p> +<dl> +<dt>Format:</dt> +<dd><ul> +<li>Three columns</li> +<li>One header line</li> +<li>At least two lines with numeric values (below file header)</li> +</ul> +</dd> +</dl> +<p><strong><em>Columns:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>vehicle speed [km/h]</strong></th> +<th align="left"><strong>Max. acceleration [m/s<sup>2</sup>]</strong></th> +<th align="left"><strong>Max. deceleration [m/s<sup>2</sup>]</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +<tr class="even"> +<td align="left">…</td> +<td align="left">…</td> +<td align="left">…</td> +</tr> +</tbody> +</table> +<h1 id="modal-results-.vmod">Modal Results (.vmod)</h1> +<p>Modal results are only created if enabled in the <a href="#main-form">Options</a> tab. One file is created for each calculation and stored in the same directory as the .vecto file.</p> +<p><strong><em>Quantities:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left"><strong>Name</strong></th> +<th align="left"><strong>Unit</strong></th> +<th align="left"><strong>Description</strong></th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">time</td> +<td align="left">[s]</td> +<td align="left">Time step.</td> +</tr> +<tr class="even"> +<td align="left">dist</td> +<td align="left">[km]</td> +<td align="left">Travelled distance.</td> +</tr> +<tr class="odd"> +<td align="left">v_act</td> +<td align="left">[km/h]</td> +<td align="left">Actual vehicle speed.</td> +</tr> +<tr class="even"> +<td align="left">v_targ</td> +<td align="left">[km/h]</td> +<td align="left">Target vehicle speed.</td> +</tr> +<tr class="odd"> +<td align="left">acc</td> +<td align="left">[m/s²]</td> +<td align="left">Vehicle acceleration.</td> +</tr> +<tr class="even"> +<td align="left">grad</td> +<td align="left">[%]</td> +<td align="left">Road gradient.</td> +</tr> +<tr class="odd"> +<td align="left">n</td> +<td align="left">[1/min]</td> +<td align="left">Engine speed.</td> +</tr> +<tr class="even"> +<td align="left">Tq_eng</td> +<td align="left">[Nm]</td> +<td align="left">Engine torque.</td> +</tr> +<tr class="odd"> +<td align="left">Tq_clutch</td> +<td align="left">[Nm]</td> +<td align="left">Torque at clutch (before clutch, engine-side)</td> +</tr> +<tr class="even"> +<td align="left">Tq_full</td> +<td align="left">[Nm]</td> +<td align="left">Full load torque</td> +</tr> +<tr class="odd"> +<td align="left">Tq_drag</td> +<td align="left">[Nm]</td> +<td align="left">Motoring torque</td> +</tr> +<tr class="even"> +<td align="left">Pe_eng</td> +<td align="left">[kW]</td> +<td align="left">Engine power.</td> +</tr> +<tr class="odd"> +<td align="left">Pe_full</td> +<td align="left">[kW]</td> +<td align="left">Engine full load power.</td> +</tr> +<tr class="even"> +<td align="left">Pe_drag</td> +<td align="left">[kW]</td> +<td align="left">Engine drag power.</td> +</tr> +<tr class="odd"> +<td align="left">Pe_clutch</td> +<td align="left">[kW]</td> +<td align="left">Engine power at clutch (equals <strong>Pe</strong> minus loss due to rotational inertia <strong>Pa Eng</strong>).</td> +</tr> +<tr class="even"> +<td align="left">Gear</td> +<td align="left">[-]</td> +<td align="left">Gear. “0†= clutch opened / neutral.</td> +</tr> +<tr class="odd"> +<td align="left">Ploss GB</td> +<td align="left">[kW]</td> +<td align="left">Gearbox losses.</td> +</tr> +<tr class="even"> +<td align="left">Ploss Diff</td> +<td align="left">[kW]</td> +<td align="left">Losses in differential / axle transmission.</td> +</tr> +<tr class="odd"> +<td align="left">Ploss Retrader</td> +<td align="left">[kW]</td> +<td align="left">Retarder losses.</td> +</tr> +<tr class="even"> +<td align="left">Pa Eng</td> +<td align="left">[kW]</td> +<td align="left">Rotational acceleration power: Engine.</td> +</tr> +<tr class="odd"> +<td align="left">Pa GB</td> +<td align="left">[kW]</td> +<td align="left">Rotational acceleration power: Gearbox.</td> +</tr> +<tr class="even"> +<td align="left">Pa Veh</td> +<td align="left">[kW]</td> +<td align="left">Vehicle acceleration power.</td> +</tr> +<tr class="odd"> +<td align="left">Proll</td> +<td align="left">[kW]</td> +<td align="left">Rolling resistance power demand.</td> +</tr> +<tr class="even"> +<td align="left">Pair</td> +<td align="left">[kW]</td> +<td align="left">Air resistance power demand.</td> +</tr> +<tr class="odd"> +<td align="left">Pgrad</td> +<td align="left">[kW]</td> +<td align="left">Power demand due to road gradient.</td> +</tr> +<tr class="even"> +<td align="left">Paux</td> +<td align="left">[kW]</td> +<td align="left">Total auxiliary power demand.</td> +</tr> +<tr class="odd"> +<td align="left">Pwheel</td> +<td align="left">[kW]</td> +<td align="left">Total power demand at wheel = sum of rolling, air, acceleration and road gradient resistance.</td> +</tr> +<tr class="even"> +<td align="left">Pbrake</td> +<td align="left">[kW]</td> +<td align="left">Brake power. Drag power is included in <strong>Pe</strong>.</td> +</tr> +<tr class="odd"> +<td align="left">Paux_xxx</td> +<td align="left">[kW]</td> +<td align="left">Power demand of Auxiliary with ID xxx. See also <a href="#auxiliary-dialog">Aux Dialog</a> and <a href="#driving-cycle-.vdri">Driving Cycle</a>.</td> +</tr> +<tr class="even"> +<td align="left">FC-Map</td> +<td align="left">[g/h]</td> +<td align="left">Fuel consumption from FC map.</td> +</tr> +<tr class="odd"> +<td align="left">FC-AUXc</td> +<td align="left">[g/h]</td> +<td align="left">Fuel consumption after <a href="#fuel-consumption-calculation">Auxiliary-Start/Stop Correction</a>. (Based on FC.)</td> +</tr> +<tr class="even"> +<td align="left">FC-WHTCc</td> +<td align="left">[g/h]</td> +<td align="left">Fuel consumption after <a href="#fuel-consumption-calculation">WHTC Correction</a>. (Based on FC-AUXc.)</td> +</tr> +<tr class="odd"> +<td align="left">TCv</td> +<td align="left">[-]</td> +<td align="left">Torque converter speed ratio</td> +</tr> +<tr class="even"> +<td align="left">TCµ</td> +<td align="left">[-]</td> +<td align="left">Torque converter torque ratio</td> +</tr> +<tr class="odd"> +<td align="left">TC_M_Out</td> +<td align="left">[Nm]</td> +<td align="left">Torque converter output torque</td> +</tr> +<tr class="even"> +<td align="left">TC_n_Out</td> +<td align="left">[1/min]</td> +<td align="left">Torque converter output speed</td> +</tr> +</tbody> +</table> +<h1 id="summary-results-.vsum">Summary Results (.vsum)</h1> +<p>The .vsum file includes total / average results for each calculation run in one execution (ie. click of <a href="#main-form">START Button</a>). The file is located in the directory of the fist run .vecto file.</p> +<p><strong><em>Quantities:</em></strong></p> +<table> +<thead> +<tr class="header"> +<th align="left">Name</th> +<th align="left">Unit</th> +<th align="left">Description</th> +</tr> +</thead> +<tbody> +<tr class="odd"> +<td align="left">Job</td> +<td align="left">[-]</td> +<td align="left">Job number. Format is “x-y†with x = file number and y = cycle number</td> +</tr> +<tr class="even"> +<td align="left">Input File</td> +<td align="left">[-]</td> +<td align="left">Name of the input file</td> +</tr> +<tr class="odd"> +<td align="left">Cycle</td> +<td align="left">[-]</td> +<td align="left">Name of the cycle file</td> +</tr> +<tr class="even"> +<td align="left">time</td> +<td align="left">[s]</td> +<td align="left">Total simulation time</td> +</tr> +<tr class="odd"> +<td align="left">distance</td> +<td align="left">[km]</td> +<td align="left">Total travelled distance</td> +</tr> +<tr class="even"> +<td align="left">speed</td> +<td align="left">[km/h]</td> +<td align="left">Average vehicle speed</td> +</tr> +<tr class="odd"> +<td align="left">∆altitude</td> +<td align="left">[m]</td> +<td align="left">Altitude difference between start and end of cycle</td> +</tr> +<tr class="even"> +<td align="left">Ppos</td> +<td align="left">[kW]</td> +<td align="left">Average positive engine power</td> +</tr> +<tr class="odd"> +<td align="left">Pneg</td> +<td align="left">[kW]</td> +<td align="left">Average negative engine power</td> +</tr> +<tr class="even"> +<td align="left">FC-Final</td> +<td align="left">[g/km] & [l/100km] & [l/100tkm]</td> +<td align="left">Average fuel consumption. Final value after all corrections.</td> +</tr> +<tr class="odd"> +<td align="left">FC-Map</td> +<td align="left">[g/h] & [g/km]</td> +<td align="left">Fuel consumption interpolated form <a href="#fuel-consumption-calculation">Fuel Map</a>.</td> +</tr> +<tr class="even"> +<td align="left">FC-AUXc</td> +<td align="left">[g/km]</td> +<td align="left">Fuel consumption after <a href="#fuel-consumption-calculation">Auxiliary-Start/Stop Correction</a>. (Based on FC.)</td> +</tr> +<tr class="odd"> +<td align="left">FC-WHTCc</td> +<td align="left">[g/km]</td> +<td align="left">Fuel consumption after <a href="#fuel-consumption-calculation">WHTC Correction</a>. (Based on FC-AUXc.)</td> +</tr> +<tr class="even"> +<td align="left">Co<sub>2</sub></td> +<td align="left">[g/km] & [g/tkm]</td> +<td align="left">Average CO<sub>2</sub> emissions.</td> +</tr> +<tr class="odd"> +<td align="left">Pbrake</td> +<td align="left">[kW]</td> +<td align="left">Average brake power (not including engine drag)</td> +</tr> +<tr class="even"> +<td align="left">EposICE</td> +<td align="left">[kWh]</td> +<td align="left">Total positive engine work</td> +</tr> +<tr class="odd"> +<td align="left">EnegICE</td> +<td align="left">[kWh]</td> +<td align="left">Total negative engine work (engine brake)</td> +</tr> +<tr class="even"> +<td align="left">Eair</td> +<td align="left">[kWh]</td> +<td align="left">Total work of air resistance</td> +</tr> +<tr class="odd"> +<td align="left">Eroll</td> +<td align="left">[kWh]</td> +<td align="left">Total work of rolling resistance</td> +</tr> +<tr class="even"> +<td align="left">Egrad</td> +<td align="left">[kWh]</td> +<td align="left">Total work of gradient resistance</td> +</tr> +<tr class="odd"> +<td align="left">Eacc</td> +<td align="left">[kWh]</td> +<td align="left">Total work from accelerations (<0) / decelerations (>0)</td> +</tr> +<tr class="even"> +<td align="left">Eaux</td> +<td align="left">[kWh]</td> +<td align="left">Total energy demand of auxiliaries</td> +</tr> +<tr class="odd"> +<td align="left">Eaux_xxx</td> +<td align="left">[kWh]</td> +<td align="left">Energy demand of auxiliary with ID xxx. See also <a href="#auxiliary-dialog">Aux Dialog</a> and <a href="#driving-cycle-.vdri">Driving Cycle</a>.</td> +</tr> +<tr class="even"> +<td align="left">Ebrake</td> +<td align="left">[kWh]</td> +<td align="left">Total work dissipated in mechanical braking (sum of service brakes, retader and additional engine exhaust brakes)</td> +</tr> +<tr class="odd"> +<td align="left">Etransm</td> +<td align="left">[kWh]</td> +<td align="left">Total work of transmission losses</td> +</tr> +<tr class="even"> +<td align="left">Eretarder</td> +<td align="left">[kWh]</td> +<td align="left">Total retarder losses</td> +</tr> +<tr class="odd"> +<td align="left">Etorqueconv</td> +<td align="left">[kWh]</td> +<td align="left">Total torque converter losses</td> +</tr> +<tr class="even"> +<td align="left">Mass</td> +<td align="left">[kg]</td> +<td align="left">Vehicle mass (equals <strong>Curb Weight Vehicle</strong> plus <strong>Curb Weight Extra Trailer/Body</strong>, see <a href="#vehicle-editor">Vehicle Editor</a>)</td> +</tr> +<tr class="odd"> +<td align="left">Loading</td> +<td align="left">[kg]</td> +<td align="left">Vehicle loading (see <a href="#vehicle-editor">Vehicle Editor</a>)</td> +</tr> +<tr class="even"> +<td align="left">a</td> +<td align="left">[m/s2]</td> +<td align="left">Average acceleration</td> +</tr> +<tr class="odd"> +<td align="left">a_pos</td> +<td align="left">[m/s²]</td> +<td align="left">Average acceleration in acceleration phases *</td> +</tr> +<tr class="even"> +<td align="left">a_neg</td> +<td align="left">[m/s²]</td> +<td align="left">Average deceleration in deceleration phases *</td> +</tr> +<tr class="odd"> +<td align="left">Acc.Noise</td> +<td align="left">[m/s²]</td> +<td align="left">Acceleration noise</td> +</tr> +<tr class="even"> +<td align="left">pAcc</td> +<td align="left">[%]</td> +<td align="left">Time share of acceleration phases *</td> +</tr> +<tr class="odd"> +<td align="left">pDec</td> +<td align="left">[%]</td> +<td align="left">Time share of deceleration phases *</td> +</tr> +<tr class="even"> +<td align="left">pCruise</td> +<td align="left">[%]</td> +<td align="left">Time share of cruise phases *</td> +</tr> +<tr class="odd"> +<td align="left">pStop</td> +<td align="left">[%]</td> +<td align="left">Time share of stop phases *</td> +</tr> +</tbody> +</table> +<p>*Driving conditions:</p> +<ul> +<li><p>Acceleration: a<sub>3s</sub> > 0.125 [m/s<sup>2</sup>]</p></li> +<li><p>Deceleration: a<sub>3s</sub> < -0.125 [m/s<sup>2</sup>]</p></li> +<li><p>Cruise: -0.125 ≤ a<sub>3s</sub> ≤ 0.125 [m/s<sup>2</sup>]</p></li> +<li><p>Stop: v < 0.1 [m/s]</p> +<p><em>a<sub>3s</sub> = 3 seconds-averaged acceleration</em></p></li> +</ul> +<dl> +<dt>Definition of work (E…):</dt> +<dd>sign > 0: positive work applied to the vehicle (e.g. from engine, from kinetic energy) +</dd> +<dd>sign < 0: losses +</dd> +<dd>The sum of EposICE, EnegICE, Eair, Eroll, Egrad, Eacc, Eaux, Ebrake, Etransm and Eretarder is zero (besides small rounding error for long driving cycles) +</dd> +</dl> +<h1 id="application-files">Application Files</h1> +<p>VECTO uses a numbers of files to save GUI settings and file lists. All files are text-based and can be changed outside of VECTO <strong><em>if VECTO is not running</em></strong>.</p> +<h2 id="settings.json">Settings.json</h2> +<p>This file is located in VECTO’s <strong>config</strong> folder. Here all parameters of the <a href="#settings">Settings Dialog</a> are saved. The file uses the <a href="http://en.wikipedia.org/wiki/JSON">JSON format</a> <img src="pics/external-icon%2012x12.png" alt="" />.</p> +<h2 id="job-cycle-lists">Job / Cycle lists</h2> +<p>The job and cycle lists in the <a href="#main-form">Main Form</a> are saved in the <strong>joblist.txt</strong> / <strong>cyclelist.txt</strong> files of the <strong>config</strong> folder.</p> +<p>Both files save the full file paths separated by line breaks. Additionally it is saved whether each file’s checkbox is checked or not. “?1†after a file path means the file is checked (otherwise “?0â€). However, this information can be omitted in which case the file will be loaded in checked state.</p> +<h2 id="log.txt">LOG.txt</h2> +<p>The tabulator-separated log file saves all messages of the <a href="#main-form">Main Form’s Message List</a> and is located in VECTO’s program directory. The file is restarted whenever the <a href="#settings">Logfile Size Limit</a> is reached.One backup is always stored as LOG_backup.txt.</p> +<h2 id="license-file">License file</h2> +<p>The license file license.dat is located in VECTO’s program directory. Without a valid lisence file VECTO won’t run.</p> +<p>It no valid license file is provided with your VECTO version please contact <script type="text/javascript"> +<!-- +h='jrc.ec.europa.eu';a='@';n='vecto';e=n+a+h; +document.write('<a h'+'ref'+'="ma'+'ilto'+':'+e+'" clas'+'s="em' + 'ail">'+e+'<\/'+'a'+'>'); +// --> +</script><noscript>vecto at jrc dot ec dot europa dot eu</noscript>.</p> +<h1 id="changelog">Changelog</h1> +<h2 id="vecto-2.2">VECTO 2.2</h2> +<ul> +<li>Bugfix: Error in Declaration Mode Pneumatic System aux power calculation ([kW] were interpreted as [W])</li> +<li>Bugfix: Error in Declaration Mode Electric System aux power calculation</li> +<li>Moved gear-specific Full Load Curves to Gearbox File</li> +<li>Combined Drag Coefficient * Cross Sectional Area in one input parameter</li> +<li>Updated .vgbx file format (Added gear-specific Full Load Curves)</li> +<li>Updated .veng file format (Removed gear-specific Full Load Curves)</li> +<li>Updated .vveh file format (Combined Drag Coefficient * Cross Sectional Area in one parameter)</li> +<li>Updated Generic Vehicles (new file formats)</li> +<li>Removed WHTC Correction Factor Calculation. Now in external tool, VECTO-Engine.</li> +<li>Test Options are now only available in Engineering Mode</li> +<li>Gearbox Editor now shows generic and user-defined shift polygons (if available)</li> +<li>Various small updates in GUI</li> +<li>Added ‘Create JIRA Issue’ dialog</li> +</ul> +<h2 id="vecto-2.1.4">VECTO 2.1.4</h2> +<ul> +<li>Bugfixes in start gear and (A)MT shift model</li> +<li>Updated Coach .vcdv file for higher speeds to avoid extrapolation</li> +<li>Renamed output “FC†to “FC-Map†for better clarification</li> +<li>Same header for g/h and g/km output</li> +<li>Reduced minimum turbine speed for 1C-to-2C AT up-shift condition from 900 to 700rpm.</li> +<li>Updated cross wind correction parameters to current White Book values</li> +</ul> +<h2 id="vecto-2.1.3">VECTO 2.1.3</h2> +<ul> +<li>PwheelPos output in VSUM file.</li> +<li>Implemented new Cd*A(v) method</li> +<li>Bugfix in TC model</li> +<li>Bugfix: Unit error in Cd(v) methods caused incorrect Delta-Cd value being used</li> +</ul> +<h2 id="vecto-2.1.2">VECTO 2.1.2</h2> +<ul> +<li>Improved TC iteration for higher precision</li> +<li>Extended possible TC speed ratio</li> +</ul> +<h2 id="vecto-2.1.1">VECTO 2.1.1</h2> +<ul> +<li>Bugfix: Incorrect torque calculation in AT/TC model caused early up-shifts</li> +<li>Updated C-to-C shift strategy with acc_min rule (see V2.1)</li> +</ul> +<h2 id="vecto-2.1">VECTO 2.1</h2> +<ul> +<li>Automatic Transmission / Torque Converter Model +<ul> +<li>Limit engine rpm in torque converter operation acc. > acc_min</li> +<li>Shift up (C-to-L, L-to-L) if acc. > acc_min and next-gear-rpm > threshold</li> +<li>C-to-C up-shift condition based on N80h engine speed (instead of N95h)</li> +</ul></li> +<li>Pwheel-Input (SiCo Mode)</li> +<li>FC [g/h] is always saved in output (in addition to [g/km]), not only</li> +<li>in Engine Only mode</li> +<li>GUI: Corrected air density unit in GUI</li> +<li>Bugfix: Format error in .vmod header</li> +</ul> +<h2 id="vecto-2.0.4-beta4_test-test-release">VECTO 2.0.4-beta4_Test (Test Release)</h2> +<ul> +<li>Transmission loss extrapolation Errors are now Warnings in Engineering Mode.</li> +<li>Bugfix: Error in TC Iteration caused crash</li> +<li>Bugfix: Minimizing Graph window caused crash</li> +<li>Fixed error in cycle conversion</li> +<li>Errors if full load curve is too “shortâ€</li> +</ul> +<h2 id="vecto-2.0.4-beta3">VECTO 2.0.4-beta3</h2> +<ul> +<li>Bugfix: VECTO didn’t check if the full load curve covers the speed range up to nhi. Now it will abort if the full load curve is “too shortâ€</li> +<li>Update in Torque Convert model: Allowed engine speed range up to n95h (before: Pmax-speed)</li> +<li>Bugfix: Rare crashes caused by gear shift model</li> +<li>Bugfix: Error in engine inertia power calculation</li> +<li>Torque Converter losses in modal results</li> +<li>Implemented speed profile cleaning for very small values. (Caused shifting back to first gear when decelerating.)</li> +<li>DEV Option for advanced CSV format output (units line, additional info)</li> +</ul> +<h2 id="vecto-2.0.4-beta2">VECTO 2.0.4-beta2</h2> +<ul> +<li>Bugfix: VECTO freezed if torque converter creeping was not possible due to low full load torque. Now it will abort with error message.</li> +<li>Bugfix: Small fixes in torque converter model</li> +</ul> +<h2 id="vecto-2.0.4-beta1">VECTO 2.0.4-beta1</h2> +<ul> +<li>Updated CSV format of some declaration config files</li> +<li>Various bugfixes in AT model</li> +<li>rdyn validation</li> +<li>Fixed bug in map interpolation</li> +<li>Added ..\Developer Guide\Segment Table Description.xlsx</li> +<li>Fixed bug that caused engine power > full load</li> +</ul> +<h2 id="vecto-2.0.4-beta">VECTO 2.0.4-beta</h2> +<ul> +<li>AT update for 1C2C gearboxes</li> +<li>Warning when opening or running files if file was created in different mode (Declaration/Engineering Mode)</li> +</ul> +<h2 id="vecto-2.0.3-beta0">VECTO 2.0.3-beta0</h2> +<ul> +<li>Implemented engine-side TC inertia input parameter in GBX file</li> +<li>Updated User Manual for TC inertia</li> +<li>Relabeled “OK†buttons to “Save†in input file editors</li> +</ul> +<h2 id="vecto-2.0.2-beta2">VECTO 2.0.2-beta2</h2> +<ul> +<li>AT/TC Update</li> +<li>Various smaller fixes</li> +</ul> +<h2 id="vecto-2.0.2-beta1">VECTO 2.0.2-beta1</h2> +<ul> +<li>AT/TC Update</li> +<li>Engine inertia power demand (PaEng) is now always calculated based on the previous engine speed rather than vehicle acceleration.</li> +<li>Various smaller fixes</li> +</ul> +<h2 id="vecto-2.0.1-beta1-hotfix.vecto-33">VECTO 2.0.1-beta1-hotfix.VECTO-33</h2> +<ul> +<li>Fixed VECTO-34</li> +<li>Updated .vsum(.json) +<ul> +<li>Added l/100km and CO2 results. (Fixed VECTO-33)</li> +<li>Added FC-Final.</li> +<li>Added Loading. (json)</li> +<li>Added missing fuel parameters. (json)</li> +</ul></li> +<li>Updated README.md</li> +</ul> +<h2 id="vecto-2.0.1-beta1">VECTO 2.0.1-beta1</h2> +<ul> +<li>Updated Segment Table header</li> +<li>Fixed Eco Roll (VECTO-30)</li> +<li>Fixed Cycles in VECTO Editor being overwritten in Engineering Mode (VECTO-31)</li> +</ul> +<h2 id="vecto-2.0.1-beta0">VECTO 2.0.1-beta0</h2> +<ul> +<li>Update Notes > Release Notes</li> +<li>Segment Table header</li> +</ul> +<h2 id="vecto-2.0">VECTO 2.0</h2> +<ul> +<li>Updated CSV file format. Now only one header with units included.</li> +<li>Changed input file comment symbol form “c†to “#â€.</li> +<li>Replaced old Demo/Default Data with “Demo Vehiclesâ€</li> +<li>Updated User Manual</li> +<li>Declaration Mode</li> +<li>Updated GUI including Charts</li> +<li>New internal Graph for VMOD files (replaces GRAPHi)</li> +<li>Shift polygons can be set separately for each gear</li> +<li>Removed rated power (not used anymore)</li> +<li>Removed rated engine speed form engine file. Now calculated form vfld file.</li> +</ul> +<h2 id="vecto-1.4.rc8">VECTO 1.4.RC8</h2> +<ul> +<li>Bugfix: Eco Roll didn’t go into motoring operation when Overspeed-Limit was reached (could cause higher FC than Overspeed Mode)</li> +<li>Minor update in demo data (12t motoring curve)</li> +</ul> +<h2 id="vecto-1.4.rc7">VECTO 1.4.RC7</h2> +<ul> +<li>Bugfix: Error in road gradient resulted in altitude error</li> +<li>Speed reduction in smaller steps to get closer to full load curve (before speed was sometimes reduced too much and caused problem with gear shifting)</li> +<li>Updates in demo data</li> +</ul> +<h2 id="vecto-1.4.rc6">VECTO 1.4.RC6</h2> +<ul> +<li>Bugfix in torque converter calculation</li> +</ul> +<h2 id="vecto-1.4.rc5">VECTO 1.4.RC5</h2> +<ul> +<li>Bugfix: Gears using torque converter and transmission loss maps may cause invalid “out of engine operation range†errors</li> +<li>Null values for FzISO will abort calculation</li> +<li>Exact road gradient calculation (sin(arctan(grad)*m*g) instead of grad*m*g) and road gradient influence on roll resistance (cos(arctan(grad)*m*g instead of m*g)</li> +<li>Torque converter update: rpms over rated speed are not allowed.</li> +<li>Fixed Wheels inertia in Demo Data</li> +</ul> +<h2 id="vecto-1.4.rc4">VECTO 1.4.RC4</h2> +<ul> +<li>Bugfix: FC interpolation failed when load points matched map points exactly.</li> +<li>Bugfix: Invalid “FC= -10000!†errors when outside of FC-Map</li> +<li>Bugfix: Vehicle stand-still at end of cycle was ignored (distance-based cycles only)</li> +<li>FC extrapolation will not abort calculation. Invalid FC values are marked in output as “ERRORâ€.</li> +<li>No abortion if transmission output and input torque have different signs</li> +<li>(In>0, Out<0). (Caused “Transmission Loss Map invalid†error messages)</li> +<li>Eco-Roll revised. New rules: +<ul> +<li>Engages if Pwheel < 0</li> +<li>Disengages if Underspeed is reached.</li> +</ul></li> +<li>Look-Ahead Coasting now uses real coasting also if road gradient > 0 which means the coasting deceleration can be so high that no braking is necessary. In this case the braking phase will be omitted and the total deceleration time can be shorter than expected by the given target coasting deceleration.</li> +<li>“Minimum (actual) speed†instead of “Min. Target Speed†for Eco-Roll,</li> +<li>Overspeed and Look Ahead Coasting</li> +<li>Major update in Gearbox/Toque Converter: +<ul> +<li>Torque converter can be defined in multiple gears</li> +<li>Same gear numbers in output as in GBX file, i.e. first gear with TC is not “TC†or “0.5†but simply “1â€</li> +<li>“Minimum time between two gear shifts†now also limits torque converter shifts</li> +<li>Unlimited number of gears and new gear list in GUI without fixed gear number</li> +<li>Improved gear shift model for torque converter</li> +<li>Driving Cycle Preprocessing and Gear Shift Model now use approximated efficiency values based in the transmission loss maps. Reduces calculation time significantly with little to no impact on fuel consumption.</li> +</ul></li> +<li>Full load and drag curves (.vfld) can be defined for each gear separately.</li> +<li>Bugfix: Distance Correction didn’t work right with Look Ahead Coasting. Now distance error is acceptable but at the cost of partly interrupted coasting phases. Should be revised in future updates.</li> +<li>Engine Only Mode: Engine motoring points can be defined explicitly in load cycle with “<DRAG>â€</li> +<li>When speed is under 5km/h and engine in motoring operating then gearbox shifts to Neutral</li> +<li>Load-dependent rolling resistance coefficient</li> +<li>Start-Stop activation delay time can be defined in job file</li> +<li>File signing features added: +<ul> +<li>After each calculation a signature file (.vsig) is created which includes signatures for all input and result files. The file itself is also signed.</li> +<li>Signature files can be verified or manually created under “Tools†> “Sign or Verify Filesâ€</li> +</ul></li> +<li>Changes in header and new parameters in modal results (.vmod): +<ul> +<li>engine speed => n</li> +<li>torque => Tq_eng</li> +<li>Pe => Pe_eng</li> +<li>New: Tq_clutch = torque at clutch (before clutch, engine-side)</li> +<li>New: Tq_full = full load torque</li> +<li>New: Tq_drag = drag torque</li> +<li>Removed: Pe_norm, n_norm -Changes in summary results (.vsum)</li> +<li>Total altitude change instead of average gradient</li> +<li>Auxiliary energy consumption for each auxiliary</li> +</ul></li> +<li>Removed: Pe_norm, n_norm</li> +<li>Same job file list for BATCH and STANDARD (Job file list does not change when switching mode)</li> +<li>Updated some error messages (units)</li> +<li>Driving Cycle stop times corrected (No more zero stop times).</li> +</ul> +<h2 id="vecto-1.3.1.1">VECTO 1.3.1.1</h2> +<ul> +<li>Fixed error in power calculation (rotatory part of acceleration force)</li> +</ul> +<h2 id="vecto-1.3.1">VECTO 1.3.1</h2> +<ul> +<li>Fixed assembly information</li> +</ul> +<h2 id="vecto-1.3">VECTO 1.3</h2> +<ul> +<li>Some file-specific error messages link to files</li> +<li>Eco-Roll, Overspeed, Look Ahead Coasting</li> +</ul> +<h2 id="vecto-1.2">VECTO 1.2</h2> +<ul> +<li>Engine Start/Stop implemented</li> +<li>Bugfix: Fixed error in FC interpolation (invalid extrapolation errors)</li> +<li>FC Extrapolation will abort the calculation</li> +<li>Transmission Type selection in Gearbox (.vgbx) file. +<ul> +<li>Enables/Disables transmission type-specific options</li> +<li>In Proof-Of-Concept mode “Custom†type is available with all options enabled.</li> +</ul></li> +<li>Automatic Transmission mode with Torque converter: Input parameters in Gearbox file !!still being tested!!</li> +<li>Option to open files with GRAPHi or user-defined tool</li> +<li>User Manual updated</li> +<li>Bugfix: Files with relative paths were not located correctly</li> +<li>Corrected comment line for wheels inertia and axle config in .vveh file</li> +<li>Changed RRC unit in GUI from [-] to [N/N]</li> +<li>Tranmission Loss Maps are not converted to n,Pe-Maps anymore. Should fix non-linear interpolation effects.</li> +<li>Engine Only Mode</li> +</ul> +<h2 id="vecto-1.1">VECTO 1.1</h2> +<ul> +<li>Speed values below 0.09km/h are set to 0km/h</li> +<li>New gear shift model +<ul> +<li>Replaces old gear shift model!</li> +<li>New parameters in .vgbx file including path to gear shift polygons file</li> +<li>Old gear shift model parameters removed from .vecto file</li> +</ul></li> +<li>Command Line Arguments processing (see User Manual): +<ul> +<li>Changed prefix form “/†to “-â€</li> +<li>Bugfix: Argument “-run†was not processed</li> +<li>Job files and driving cycles can be added via command line</li> +<li>Files without path are expected in the Working Directory</li> +</ul></li> +<li>User Manual update for command line arguments</li> +<li>Various fixes in GUI</li> +<li>Bugfix: Error in Cycle Conversion (distance- to time-based) when using Aux Power Input.</li> +<li>Distance Correction is now active only in acceleration and cruise phases.</li> +<li>Fixed cycles starting with vehicle speed = 0. 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w=1;o.prototype.handleSupSubscript=function(e,t,i,a){var r=this.parseGroup(e,t);if(!r){throw new n("Expected group after '"+i+"'",this.lexer,e)}else if(r.isFunction){var l=h.funcs[r.result.result].greediness;if(l>w){return this.parseFunction(e,t)}else{throw new n("Got function '"+r.result.result+"' with no arguments "+"as "+a,this.lexer,e)}}else{return r.result}};o.prototype.parseAtom=function(e,t){var i=this.parseImplicitGroup(e,t);if(t==="text"){return i}var h;if(!i){h=e;i=undefined}else{h=i.position}var a;var r;var l;while(true){var s=this.lexer.lex(h,t);if(s.text==="^"){if(a){throw new n("Double superscript",this.lexer,h)}l=this.handleSupSubscript(s.position,t,s.text,"superscript");h=l.position;a=l.result}else if(s.text==="_"){if(r){throw new n("Double subscript",this.lexer,h)}l=this.handleSupSubscript(s.position,t,s.text,"subscript");h=l.position;r=l.result}else if(s.text==="'"){var p=new c("textord","\\prime",t);var o=[p];h=s.position;while((s=this.lexer.lex(h,t)).text==="'"){o.push(p);h=s.position}a=new c("ordgroup",o,t)}else{break}}if(a||r){return new g(new c("supsub",{base:i&&i.result,sup:a,sub:r},t),h)}else{return i}};var k=["\\tiny","\\scriptsize","\\footnotesize","\\small","\\normalsize","\\large","\\Large","\\LARGE","\\huge","\\Huge"];var m=["\\displaystyle","\\textstyle","\\scriptstyle","\\scriptscriptstyle"];o.prototype.parseImplicitGroup=function(e,t){var i=this.parseSymbol(e,t);if(!i||!i.result){return this.parseFunction(e,t)}var h=i.result.result;var r;if(h==="\\left"){var l=this.parseFunction(e,t);r=this.parseExpression(l.position,t,false);this.expect(r.peek,"\\right");var p=this.parseFunction(r.position,t);return new g(new c("leftright",{body:r.result,left:l.result.value.value,right:p.result.value.value},t),p.position)}else if(h==="\\begin"){var o=this.parseFunction(e,t);var d=o.result.value.name;if(!a.hasOwnProperty(d)){throw new n("No such environment: "+d,this.lexer,o.result.value.namepos)}var u=a[d];var w=[null,t,d];var f=this.parseArguments(o.position,t,"\\begin{"+d+"}",u,w);w[0]=f;var v=u.handler.apply(this,w);var y=this.lexer.lex(v.position,t);this.expect(y,"\\end");var x=this.parseFunction(v.position,t);if(x.result.value.name!==d){throw new n("Mismatch: \\begin{"+d+"} matched "+"by \\end{"+x.result.value.name+"}",this.lexer,x.namepos)}v.position=x.position;return v}else if(s.contains(k,h)){r=this.parseExpression(i.result.position,t,false);return new g(new c("sizing",{size:"size"+(s.indexOf(k,h)+1),value:r.result},t),r.position)}else if(s.contains(m,h)){r=this.parseExpression(i.result.position,t,true);return new g(new c("styling",{style:h.slice(1,h.length-5),value:r.result},t),r.position)}else{return this.parseFunction(e,t)}};o.prototype.parseFunction=function(e,t){var i=this.parseGroup(e,t);if(i){if(i.isFunction){var a=i.result.result;var r=h.funcs[a];if(t==="text"&&!r.allowedInText){throw new n("Can't use function '"+a+"' in text mode",this.lexer,i.position)}var l=[a];var s=this.parseArguments(i.result.position,t,a,r,l);var p=h.funcs[a].handler.apply(this,l);return new g(new c(p.type,p,t),s)}else{return i.result}}else{return null}};o.prototype.parseArguments=function(e,t,i,a,r){var l=a.numArgs+a.numOptionalArgs;if(l===0){return e}var s=e;var p=a.greediness;var o=[s];for(var c=0;c<l;c++){var g=a.argTypes&&a.argTypes[c];var d;if(c<a.numOptionalArgs){if(g){d=this.parseSpecialGroup(s,g,t,true)}else{d=this.parseOptionalGroup(s,t)}if(!d){r.push(null);o.push(s);continue}}else{if(g){d=this.parseSpecialGroup(s,g,t)}else{d=this.parseGroup(s,t)}if(!d){throw new n("Expected group after '"+i+"'",this.lexer,s)}}var u;if(d.isFunction){var w=h.funcs[d.result.result].greediness;if(w>p){u=this.parseFunction(s,t)}else{throw new n("Got function '"+d.result.result+"' as "+"argument to '"+i+"'",this.lexer,d.result.position-1)}}else{u=d.result}r.push(u.result);o.push(u.position);s=u.position}r.push(o);return s};o.prototype.parseSpecialGroup=function(e,t,i,h){if(t==="original"){t=i}if(t==="color"||t==="size"){var a=this.lexer.lex(e,i);if(h&&a.text!=="["){return null}this.expect(a,h?"[":"{");var r=this.lexer.lex(a.position,t);var l;if(t==="color"){l=r.text}else{l=r.data}var s=this.lexer.lex(r.position,i);this.expect(s,h?"]":"}");return new d(new g(new c(t,l,i),s.position),false)}else if(t==="text"){var p=this.lexer.lex(e,"whitespace");e=p.position}if(h){return this.parseOptionalGroup(e,t)}else{return this.parseGroup(e,t)}};o.prototype.parseGroup=function(e,t){var i=this.lexer.lex(e,t);if(i.text==="{"){var h=this.parseExpression(i.position,t,false);var a=this.lexer.lex(h.position,t);this.expect(a,"}");return new d(new g(new c("ordgroup",h.result,t),a.position),false)}else{return this.parseSymbol(e,t)}};o.prototype.parseOptionalGroup=function(e,t){var i=this.lexer.lex(e,t);if(i.text==="["){var h=this.parseExpression(i.position,t,false,"]");var a=this.lexer.lex(h.position,t);this.expect(a,"]");return new d(new g(new c("ordgroup",h.result,t),a.position),false)}else{return null}};o.prototype.parseSymbol=function(e,t){var i=this.lexer.lex(e,t);if(h.funcs[i.text]){return new d(new g(i.text,i.position),true)}else if(l[t][i.text]){return new d(new g(new c(l[t][i.text].group,i.text,t),i.position),false)}else{return null}};o.prototype.ParseNode=c;t.exports=o},{"./Lexer":3,"./ParseError":5,"./environments":15,"./functions":18,"./parseData":20,"./symbols":22,"./utils":23}],7:[function(e,t,i){function h(e,t){return e===undefined?t:e}function a(e){e=e||{};this.displayMode=h(e.displayMode,false)}t.exports=a},{}],8:[function(e,t,i){function h(e,t,i,h){this.id=e;this.size=t;this.cramped=h;this.sizeMultiplier=i}h.prototype.sup=function(){return u[w[this.id]]};h.prototype.sub=function(){return u[k[this.id]]};h.prototype.fracNum=function(){return u[m[this.id]]};h.prototype.fracDen=function(){return u[f[this.id]]};h.prototype.cramp=function(){return u[v[this.id]]};h.prototype.cls=function(){return g[this.size]+(this.cramped?" cramped":" uncramped")};h.prototype.reset=function(){return d[this.size]};var a=0;var r=1;var l=2;var s=3;var p=4;var n=5;var o=6;var c=7;var g=["displaystyle textstyle","textstyle","scriptstyle","scriptscriptstyle"];var d=["reset-textstyle","reset-textstyle","reset-scriptstyle","reset-scriptscriptstyle"];var u=[new h(a,0,1,false),new h(r,0,1,true),new h(l,1,1,false),new h(s,1,1,true),new h(p,2,.7,false),new h(n,2,.7,true),new h(o,3,.5,false),new h(c,3,.5,true)];var w=[p,n,p,n,o,c,o,c];var k=[n,n,n,n,c,c,c,c];var m=[l,s,p,n,o,c,o,c];var f=[s,s,n,n,c,c,c,c];var v=[r,r,s,s,n,n,c,c];t.exports={DISPLAY:u[a],TEXT:u[l],SCRIPT:u[p],SCRIPTSCRIPT:u[o]}},{}],9:[function(e,t,i){var h=e("./domTree");var a=e("./fontMetrics");var r=e("./symbols");var l=function(e,t,i,l,s){if(r[i][e]&&r[i][e].replace){e=r[i][e].replace}var p=a.getCharacterMetrics(e,t);var n;if(p){n=new h.symbolNode(e,p.height,p.depth,p.italic,p.skew,s)}else{typeof console!=="undefined"&&console.warn("No character metrics for '"+e+"' in style '"+t+"'");n=new h.symbolNode(e,0,0,0,0,s)}if(l){n.style.color=l}return n};var s=function(e,t,i,h){return l(e,"Math-Italic",t,i,h.concat(["mathit"]))};var p=function(e,t,i,h){if(r[t][e].font==="main"){return l(e,"Main-Regular",t,i,h)}else{return l(e,"AMS-Regular",t,i,h.concat(["amsrm"]))}};var n=function(e){var t=0;var i=0;var h=0;if(e.children){for(var a=0;a<e.children.length;a++){if(e.children[a].height>t){t=e.children[a].height}if(e.children[a].depth>i){i=e.children[a].depth}if(e.children[a].maxFontSize>h){h=e.children[a].maxFontSize}}}e.height=t;e.depth=i;e.maxFontSize=h};var o=function(e,t,i){var a=new h.span(e,t);n(a);if(i){a.style.color=i}return a};var c=function(e){var t=new h.documentFragment(e);n(t);return t};var g=function(e,t){var i=o([],[new h.symbolNode("\u200b")]);i.style.fontSize=t/e.style.sizeMultiplier+"em";var a=o(["fontsize-ensurer","reset-"+e.size,"size5"],[i]);return a};var d=function(e,t,i,a){var r;var l;var s;if(t==="individualShift"){var p=e;e=[p[0]];r=-p[0].shift-p[0].elem.depth;l=r;for(s=1;s<p.length;s++){var n=-p[s].shift-l-p[s].elem.depth;var c=n-(p[s-1].elem.height+p[s-1].elem.depth);l=l+n;e.push({type:"kern",size:c});e.push(p[s])}}else if(t==="top"){var d=i;for(s=0;s<e.length;s++){if(e[s].type==="kern"){d-=e[s].size}else{d-=e[s].elem.height+e[s].elem.depth}}r=d}else if(t==="bottom"){r=-i}else if(t==="shift"){r=-e[0].elem.depth-i}else if(t==="firstBaseline"){r=-e[0].elem.depth}else{r=0}var u=0;for(s=0;s<e.length;s++){if(e[s].type==="elem"){u=Math.max(u,e[s].elem.maxFontSize)}}var w=g(a,u);var k=[];l=r;for(s=0;s<e.length;s++){if(e[s].type==="kern"){l+=e[s].size}else{var m=e[s].elem;var f=-m.depth-l;l+=m.height+m.depth;var v=o([],[w,m]);v.height-=f;v.depth+=f;v.style.top=f+"em";k.push(v)}}var y=o(["baseline-fix"],[w,new h.symbolNode("\u200b")]);k.push(y);var x=o(["vlist"],k);x.height=Math.max(l,x.height);x.depth=Math.max(-r,x.depth);return x};var u={size1:.5,size2:.7,size3:.8,size4:.9,size5:1,size6:1.2,size7:1.44,size8:1.73,size9:2.07,size10:2.49};var w={"\\qquad":{size:"2em",className:"qquad"},"\\quad":{size:"1em",className:"quad"},"\\enspace":{size:"0.5em",className:"enspace"},"\\;":{size:"0.277778em",className:"thickspace"},"\\:":{size:"0.22222em",className:"mediumspace"},"\\,":{size:"0.16667em",className:"thinspace"},"\\!":{size:"-0.16667em",className:"negativethinspace"}};t.exports={makeSymbol:l,mathit:s,mathrm:p,makeSpan:o,makeFragment:c,makeVList:d,sizingMultiplier:u,spacingFunctions:w}},{"./domTree":14,"./fontMetrics":16,"./symbols":22}],10:[function(e,t,i){var h=e("./Options");var a=e("./ParseError");var r=e("./Style");var l=e("./buildCommon");var s=e("./delimiter");var p=e("./domTree");var n=e("./fontMetrics");var o=e("./utils");var c=l.makeSpan;var g=function(e,t,i){var h=[];for(var a=0;a<e.length;a++){var r=e[a];h.push(y(r,t,i));i=r}return h};var d={mathord:"mord",textord:"mord",bin:"mbin",rel:"mrel",text:"mord",open:"mopen",close:"mclose",inner:"minner",genfrac:"mord",array:"mord",spacing:"mord",punct:"mpunct",ordgroup:"mord",op:"mop",katex:"mord",overline:"mord",rule:"mord",leftright:"minner",sqrt:"mord",accent:"mord"};var u=function(e){if(e==null){return d.mathord}else if(e.type==="supsub"){return u(e.value.base)}else if(e.type==="llap"||e.type==="rlap"){return u(e.value)}else if(e.type==="color"){return u(e.value.value)}else if(e.type==="sizing"){return u(e.value.value)}else if(e.type==="styling"){return u(e.value.value)}else if(e.type==="delimsizing"){return d[e.value.delimType]}else{return d[e.type]}};var w=function(e,t){if(!e){return false}else if(e.type==="op"){return e.value.limits&&t.style.size===r.DISPLAY.size}else if(e.type==="accent"){return m(e.value.base)}else{return null}};var k=function(e){if(!e){return false}else if(e.type==="ordgroup"){if(e.value.length===1){return k(e.value[0])}else{return e}}else if(e.type==="color"){if(e.value.value.length===1){return k(e.value.value[0])}else{return e}}else{return e}};var m=function(e){var t=k(e);return t.type==="mathord"||t.type==="textord"||t.type==="bin"||t.type==="rel"||t.type==="inner"||t.type==="open"||t.type==="close"||t.type==="punct"};var f=function(e){return c(["sizing","reset-"+e.size,"size5",e.style.reset(),r.TEXT.cls(),"nulldelimiter"])};var v={mathord:function(e,t,i){return l.mathit(e.value,e.mode,t.getColor(),["mord"])},textord:function(e,t,i){return l.mathrm(e.value,e.mode,t.getColor(),["mord"])},bin:function(e,t,i){var h="mbin";var a=i;while(a&&a.type==="color"){var r=a.value.value;a=r[r.length-1]}if(!i||o.contains(["mbin","mopen","mrel","mop","mpunct"],u(a))){e.type="textord";h="mord"}return l.mathrm(e.value,e.mode,t.getColor(),[h])},rel:function(e,t,i){return l.mathrm(e.value,e.mode,t.getColor(),["mrel"])},open:function(e,t,i){return l.mathrm(e.value,e.mode,t.getColor(),["mopen"])},close:function(e,t,i){return l.mathrm(e.value,e.mode,t.getColor(),["mclose"])},inner:function(e,t,i){return l.mathrm(e.value,e.mode,t.getColor(),["minner"])},punct:function(e,t,i){return l.mathrm(e.value,e.mode,t.getColor(),["mpunct"])},ordgroup:function(e,t,i){return c(["mord",t.style.cls()],g(e.value,t.reset()))},text:function(e,t,i){return c(["text","mord",t.style.cls()],g(e.value.body,t.reset()))},color:function(e,t,i){var h=g(e.value.value,t.withColor(e.value.color),i);return new l.makeFragment(h)},supsub:function(e,t,i){if(w(e.value.base,t)){return v[e.value.base.type](e,t,i)}var h=y(e.value.base,t.reset());var a,s,o,g;if(e.value.sup){o=y(e.value.sup,t.withStyle(t.style.sup()));a=c([t.style.reset(),t.style.sup().cls()],[o])}if(e.value.sub){g=y(e.value.sub,t.withStyle(t.style.sub()));s=c([t.style.reset(),t.style.sub().cls()],[g])}var d,k;if(m(e.value.base)){d=0;k=0}else{d=h.height-n.metrics.supDrop;k=h.depth+n.metrics.subDrop}var f;if(t.style===r.DISPLAY){f=n.metrics.sup1}else if(t.style.cramped){f=n.metrics.sup3}else{f=n.metrics.sup2}var x=r.TEXT.sizeMultiplier*t.style.sizeMultiplier;var b=.5/n.metrics.ptPerEm/x+"em";var z;if(!e.value.sup){k=Math.max(k,n.metrics.sub1,g.height-.8*n.metrics.xHeight);z=l.makeVList([{type:"elem",elem:s}],"shift",k,t);z.children[0].style.marginRight=b;if(h instanceof p.symbolNode){z.children[0].style.marginLeft=-h.italic+"em"}}else if(!e.value.sub){d=Math.max(d,f,o.depth+.25*n.metrics.xHeight);z=l.makeVList([{type:"elem",elem:a}],"shift",-d,t);z.children[0].style.marginRight=b}else{d=Math.max(d,f,o.depth+.25*n.metrics.xHeight);k=Math.max(k,n.metrics.sub2);var S=n.metrics.defaultRuleThickness;if(d-o.depth-(g.height-k)<4*S){k=4*S-(d-o.depth)+g.height;var M=.8*n.metrics.xHeight-(d-o.depth);if(M>0){d+=M;k-=M}}z=l.makeVList([{type:"elem",elem:s,shift:k},{type:"elem",elem:a,shift:-d}],"individualShift",null,t);if(h instanceof p.symbolNode){z.children[0].style.marginLeft=-h.italic+"em"}z.children[0].style.marginRight=b;z.children[1].style.marginRight=b}return c([u(e.value.base)],[h,z])},genfrac:function(e,t,i){var h=t.style;if(e.value.size==="display"){h=r.DISPLAY}else if(e.value.size==="text"){h=r.TEXT}var a=h.fracNum();var p=h.fracDen();var o=y(e.value.numer,t.withStyle(a));var g=c([h.reset(),a.cls()],[o]);var d=y(e.value.denom,t.withStyle(p));var u=c([h.reset(),p.cls()],[d]);var w;if(e.value.hasBarLine){w=n.metrics.defaultRuleThickness/t.style.sizeMultiplier}else{w=0}var k;var m;var v;if(h.size===r.DISPLAY.size){k=n.metrics.num1;if(w>0){m=3*w}else{m=7*n.metrics.defaultRuleThickness}v=n.metrics.denom1}else{if(w>0){k=n.metrics.num2;m=w}else{k=n.metrics.num3;m=3*n.metrics.defaultRuleThickness}v=n.metrics.denom2}var x;if(w===0){var b=k-o.depth-(d.height-v);if(b<m){k+=.5*(m-b);v+=.5*(m-b)}x=l.makeVList([{type:"elem",elem:u,shift:v},{type:"elem",elem:g,shift:-k}],"individualShift",null,t)}else{var 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k=w*u;var m=.7*k;var f=.3*k;var v=0;for(h=0;h<e.value.body.length;++h){var x=e.value.body[h];var b=m;var z=f;if(s<x.length){s=x.length}var S=new Array(x.length);for(a=0;a<x.length;++a){var M=y(x[a],t);if(z<M.depth){z=M.depth}if(b<M.height){b=M.height}S[a]=M}var q=0;if(e.value.rowGaps[h]){q=e.value.rowGaps[h].value;switch(q.unit){case"em":q=q.number;break;case"ex":q=q.number*n.metrics.emPerEx;break;default:console.error("Can't handle unit "+q.unit);q=0}if(q>0){q+=f;if(z<q){z=q}q=0}}S.height=b;S.depth=z;v+=b;S.pos=v;v+=z+q;p[h]=S}var A=v/2+n.metrics.axisHeight;var T=e.value.cols||[];var N=[];var C;for(a=0;a<s;++a){var E=T[a]||{};var R;if(a>0||e.value.hskipBeforeAndAfter){R=o.deflt(E.pregap,d);if(R!==0){C=c(["arraycolsep"],[]);C.style.width=R+"em";N.push(C)}}var P=[];for(h=0;h<r;++h){var D=p[h];var L=D[a];if(!L){continue}var 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a.MathNode("mfrac",[c(e.value.numer),c(e.value.denom)]);if(!e.value.hasBarLine){t.setAttribute("linethickness","0px")}if(e.value.leftDelim!=null||e.value.rightDelim!=null){var i=[];if(e.value.leftDelim!=null){var h=new a.MathNode("mo",[new a.TextNode(e.value.leftDelim)]);h.setAttribute("fence","true");i.push(h)}i.push(t);if(e.value.rightDelim!=null){var r=new a.MathNode("mo",[new a.TextNode(e.value.rightDelim)]);r.setAttribute("fence","true");i.push(r)}var l=new a.MathNode("mrow",i);return l}return t},array:function(e){return new a.MathNode("mtable",e.value.body.map(function(e){return new a.MathNode("mtr",e.map(function(e){return new a.MathNode("mtd",[c(e)])}))}))},sqrt:function(e){var t;if(e.value.index){t=new a.MathNode("mroot",[c(e.value.body),c(e.value.index)])}else{t=new a.MathNode("msqrt",[c(e.value.body)])}return t},leftright:function(e){var t=o(e.value.body);if(e.value.left!=="."){var i=new a.MathNode("mo",[p(e.value.left,e.mode)]);i.setAttribute("fence","true");t.unshift(i)}if(e.value.right!=="."){var h=new a.MathNode("mo",[p(e.value.right,e.mode)]);h.setAttribute("fence","true");t.push(h)}var r=new a.MathNode("mrow",t);return r},accent:function(e){var t=new a.MathNode("mo",[p(e.value.accent,e.mode)]);var i=new a.MathNode("mover",[c(e.value.base),t]);i.setAttribute("accent","true");return i},spacing:function(e){var t;if(e.value==="\\ "||e.value==="\\space"||e.value===" "||e.value==="~"){t=new a.MathNode("mtext",[new a.TextNode("\xa0")])}else{t=new a.MathNode("mspace");t.setAttribute("width",h.spacingFunctions[e.value].size)}return t},op:function(e){var t;if(e.value.symbol){t=new a.MathNode("mo",[p(e.value.body,e.mode)])}else{t=new a.MathNode("mi",[new a.TextNode(e.value.body.slice(1))])}return t},katex:function(e){var t=new a.MathNode("mtext",[new a.TextNode("KaTeX")]);return t},delimsizing:function(e){var t=[];if(e.value.value!=="."){t.push(p(e.value.value,e.mode))}var i=new a.MathNode("mo",t);if(e.value.delimType==="open"||e.value.delimType==="close"){i.setAttribute("fence","true")}else{i.setAttribute("fence","false")}return i},styling:function(e){var t=o(e.value.value,t);var i=new a.MathNode("mstyle",t);var h={display:["0","true"],text:["0","false"],script:["1","false"],scriptscript:["2","false"]};var r=h[e.value.style];i.setAttribute("scriptlevel",r[0]);i.setAttribute("displaystyle",r[1]);return i},sizing:function(e){var t=o(e.value.value);var i=new a.MathNode("mstyle",t);i.setAttribute("mathsize",h.sizingMultiplier[e.value.size]+"em");return i},overline:function(e){var t=new a.MathNode("mo",[new a.TextNode("\u203e")]);t.setAttribute("stretchy","true");var i=new a.MathNode("mover",[c(e.value.body),t]);i.setAttribute("accent","true");return i},rule:function(e){var t=new a.MathNode("mrow");return t},llap:function(e){var t=new a.MathNode("mpadded",[c(e.value.body)]);t.setAttribute("lspace","-1width");t.setAttribute("width","0px");return t},rlap:function(e){var t=new a.MathNode("mpadded",[c(e.value.body)]);t.setAttribute("width","0px");return t},phantom:function(e,t,i){var h=o(e.value.value);return new a.MathNode("mphantom",h)}};var o=function(e){var t=[];for(var i=0;i<e.length;i++){var h=e[i];t.push(c(h))}return t};var c=function(e){if(!e){return new a.MathNode("mrow")}if(n[e.type]){return n[e.type](e)}else{throw new r("Got group of unknown type: '"+e.type+"'")}};var g=function(e,t,i){var h=o(e);var r=new a.MathNode("mrow",h);var l=new a.MathNode("annotation",[new a.TextNode(t)]);l.setAttribute("encoding","application/x-tex");var p=new a.MathNode("semantics",[r,l]);var n=new a.MathNode("math",[p]);return s(["katex-mathml"],[n])};t.exports=g},{"./ParseError":5,"./buildCommon":9,"./mathMLTree":19,"./symbols":22}],12:[function(e,t,i){var h=e("./buildHTML");var a=e("./buildMathML");var r=e("./buildCommon");var l=r.makeSpan;var s=function(e,t,i){var r=a(e,t,i);var s=h(e,i);var p=l(["katex"],[r,s]);if(i.displayMode){return 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h=e("./utils");var a=e("./ParseError");var r={"\\sqrt":{numArgs:1,numOptionalArgs:1,handler:function(e,t,i,h){return{type:"sqrt",body:i,index:t}}},"\\text":{numArgs:1,argTypes:["text"],greediness:2,handler:function(e,t){var i;if(t.type==="ordgroup"){i=t.value}else{i=[t]}return{type:"text",body:i}}},"\\color":{numArgs:2,allowedInText:true,greediness:3,argTypes:["color","original"],handler:function(e,t,i){var h;if(i.type==="ordgroup"){h=i.value}else{h=[i]}return{type:"color",color:t.value,value:h}}},"\\overline":{numArgs:1,handler:function(e,t){return{type:"overline",body:t}}},"\\rule":{numArgs:2,numOptionalArgs:1,argTypes:["size","size","size"],handler:function(e,t,i,h){return{type:"rule",shift:t&&t.value,width:i.value,height:h.value}}},"\\KaTeX":{numArgs:0,handler:function(e){return{type:"katex"}}},"\\phantom":{numArgs:1,handler:function(e,t){var i;if(t.type==="ordgroup"){i=t.value}else{i=[t]}return{type:"phantom",value:i}}}};var 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" 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" 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s7o0/wnI1PFZVaRrovvPez7394qMcXBBPgxcuffeI3fndpiUk06ZQB4veEIQA+pX1u+hvEsSBiPxs7e/rtd998+2wTA4ZTncmPPP/fN29enunlFNo+PvXRuz/c3TMUBEjIzX/0d55/bMVmj580vLtn+4evHRiPMCRlLSh7/Le+trpsVQpmwFXKYarrcEaBEpyUZM8r0s9GtIk2baUiiF3jw32+rMyUvMkEOWQCJEUHTte+9fdvHwpemYiJhh25i6pe/OMXlsi23qPb9w52NV8xq5dq+6E/6FUca7b+ty1bNhWkiEhSdYIQBwAsSDiCwrX1u997/ScHLoWZBvGidc2Tv//0bzyVkBC6eGpv26FTbebgua5OPGzfsPEPnnhibW4agMCm+w9nnFFCdA1gKl4RVM1XfeT1D3f/6mxNSG7u3XPmA4RU/+CoFiSe7p6BiYGKqnWutvMg4eyNz5cUmCKD9R/u/Jtf7u2d6OEAgDPWfvexF5/fnNzefurygQbPnIcqHq0ys8HjR17b/vaeum4OHNldmQ9v/O2vb10hSt0Xdu7WBvrqU817zzVHLnUgwHLh469ueubFdTk4Cft9IycO/8vPPjjdWscBAHkXPFH15MtLQtvaLx/Za3l+1Yr1ry6LQ4AmGz46f/KDA+ixtAXPvjjfkqDAJ4z6nHHGKOMAaDp1KkcAnMXWQXzeDmhgcJdBt34NmkymiYmJjz/++OTJk8nJySkpKXl5eXFxcWazOVYGkFLa1dWVlZXldDpv0xfwOTUAABQWbZNyEsYmKwAGDoGW/oaLu892DviZINosSSXFS+ZVpFN+5UzThdZJd15KpsmL/MxHfZ0txw+0eVck5ljd9pTivFJsUSWRa4LePRQZuXK8tswkJI5duvBRTbsvlFueEZedmu61WmP2/duVkfPPPpxMvU2on0T8E2CLSG4LpgoA5ZxzBIhzqqu3Yfm/iUC3lEeQRCCmwJWO+qb/+vsTe+LMiAEGpAhaOGCVVy8oX1aUbkHclOzJLptjVihgiU2o/t6RltZzE9EyIslej03zeL3uFJfGxlvPHw8OW80Vj3g8tR9c3LfjwqhFTczNQYFoz4WaS3Y4lfpyaXplnEAY0/k9ss7ws9dO4AgJWBBRZKi+Z//rp861t4q5jiTw+AaH+w/uPJEipMpPOCaG9tVXH44IaYVllrGhhtYLP9+XZJcyVtCJXS1Nl7CrpLhQ6mqvuXzsJ/tSJXPui/le4AKdMR4jzhkwzeKxO1LkcGvQF2wcy7KNDwr9vd7cPNtwCu5rpTphSHbYEgtz51AxIougC6RnJDxWd+JKrdmcEbpcvbumYShaVJXlyhEs3SPDQ4f3nk2m2d6vZ9oTZYFSBoAFEWn+7qGjvzh97HydliKlKhnRsdH+owfPpJrzK54W24fPHD6xq89bYranp6c5PAlWSeJ8yokgSBiBWW0buVT/5r9fOJtqFxkgDoIo0aifDBGW6rX2i3HxCemZohgeIZofIvHe5IRUj85HGs4fVbHHUhmMt3d8fHbvrrPj1ojHne/SAAYnak6cnNTta7WmuuFDZyetpdkjg/1jR051DBOheNEcK9jYSDAyWn+6qdqi5Aar6w+cP9MeLFmRgBOkPOynkwN9dfWnktsL3W4hdLD+wLaT7aEhR26Ghyt4JDhcV/1fv2SJZ3pGOo931LlMZWPLHfEQHLrUVLu9rW9ZJNEmgogQv6GPcgYIA4BJvvoGixlRDQXA4L6GA4ebvAhjLlKLxVJeXp6enu71es1msyRJGGNRFK81/t/+ksJP1wD4DaMXjynfwDEwzqdsDTjSN954ePf7p+r7fERTgu4NmzXJ9TCM7Ttzvk51bnp+xbzkeXiA9J/++fb6E29Iae5H09esWZg8J7tnbCTEGA+L4Qunj/fsPHelNc2uOKmoIk/+ppV/+MqqHFuGAFgRkH4bJj0+JSHnsZLIt8oKEHMi86n3BgfOeczAMaXlUMaBTc8Fv0is18xSdz7LvYm9xEUERIp0DTX3dgybTbFlzlyPBpz25HXP/+3jlUuTEgUmLfnapvyNlUPBEEUS6wn1nHtzlzrcNZn8+OJoXNnIpdSN33j4pXXqRPWAgiJ2q0ZDHRcOnjjbCBnP/elLm+atg2bfyR/87fHWA7vqys2O8iUeRDiQuzxr4hxN3wY+c8s+0UR86qmIbZzRFTgghJjEAz0t1Yd2Xx6yrXnkL//88TmQ3/vW4Y/3/FVj3f5T8YsrJxovBfr6iha9vG55JQ4evLzn7aB9tL59TKo7pQYii9Z/fdXCLH/nm9X79wZhbHCY5zkALJwzzqceRc6AM2JzMQe2jQT0gZPjE3EtIVOvWrrGAhlWrZeouqbZ0pYseC4na9nYSJAyHhWi1RdOdrx7qq4lxWlPYkKUx+c8tOR3vremQEpt231h/6/+4tKFD97NWfnS3PgMG1AOCCQID/bVH9t1piWYvfiP/9empa7KiYN1B9/68yu1uz6yL1ykyZpmN6fnPPatLVsryyTBoWCuE44EHQsiCAi4ovX7Oupbxi+cUQQEsQbKcLrnP/ftqqXLVX2vfcG6lS+/4LD2Hf3RD5pPDhQ++d3VLy7395w+7OSE2XV9ovns3l0nq8OO3/irx1YVrk0JA9Tu/8dDF/af6M5OGUAes02yK2PddXVn37/cl7ho/lNbFsWDh1xoOl3/xp5Dh8KJUB5kaiu2lDpX/9VTDyVWWDoirYf/9bWxtgtn+8ozQ82Hju5uiS79o2ce3bg5h1pxS/X7Rw7+qBZnZSaWFi6sG1R6m5v0jHLU0tErNY8/MrewYm2ZyYo51SiXBD79mAIAwiInUd0/OTQS9OsIZIfT63EQLsWeG35NdzI0AoP7Bc7h6ptwlu3RaNRkMq1Zs4ZzHhv4r90aMwPEFgvEDAC3kyDo8wfqTz2MCMU0b2rN8S549mVrld/X2NvQtvOsxPq6woOBxtaGwye6/COT5xOsHhRiwZ6amuCErBf3rX4YBGuk+fKOHR+c7RnhBNGxoUFTO164AMxEsQvJRakFZfOLE4usIAAwVdMY3BGT9UzbI3RTL8KXfUKmUy6qtqL0isULHinKSbAoCIjWV//BB6295yZHnh2OQokDC4JvsvngBz89Uu1XdR4iwbGmgcKE8njZ7bI6ZYvV7fE47UogJIoClhQ6QkZHa/vje6XiNQtKVuU63VDg5nML6psutwwFxv1BSDAjhOGzujPuGTBGXIVI6/DA6MXx+fLC5Q9XOedbQPSUlQ63p9dEeUfAVy5h75Cv79KuHzacW791VekTz/zfLDkbdFrTZ244c/bk5X+tO73uhZXzX/xmpR6X43YRijnEPE3TuWY4MEosXsETnyM3TfbVBtutx6OZE3HJG02TiTyCATMk2oFxrfXyzh0fnu4c4hTRsZEhqYUvLAUrUawouTAlq3RuoafQDkJ52dzxS9m7+ppGr7Q9lpOdYXNhAXMKWpd/qOfiUEEkadnGZZmLU8GaWlIWLMmujXS39E7M0Sbd6bbslJLignmJdi8AMKqqlMX6K9MZh4iSFT8nt2pdyZwsl0QZMMawx25xzy8fqq/uPi+77J7UDJdLwB63c8jidyckeyxmZhFFCYucDKoj5HK/d0DOWLeocHmx0wlOANeKZ725pS0Q17/nbGQQESHYNR6pPVd96Tz0mltqTpjBzIbGeoeqa10hS2VCdtKka0lm6vyqyvz5acgJac6UBLvsg+F+fSTY1C82qlXlpfMeqnSmAABULljjiHNW8LT4wEhdSv2/tQvZTfVLcoXmdtAvFs9fkJFeLCKJMXJD6KxgsrHQyNDZ77/1zrmdfRJkPbHyuee/O5fZFCMTkMEDC6VUEASr1RrL/xNbGxXTcxFCnHNRFDnnlFLG2G3mB/x8GgACADuZ9KjdjGT5AMUBkqyZ3vnZT88HgPaJK0cmgmOiNsEnRgfGLJOa1yZqYpRN6hjEwnmr45KyK8tz9dEL+1r3vb/vaFt9hEsSF7mqUZNkkhURI9kMCQ5nvMMNGgGZRjUGd2D45wAIxDjJ6vai+lFtyE9xGMAOQAEYx4IkKrEGo5pGgHyJ9nOuMxBVa35a6uKt31q3MD6m3AX7EsZ27Tr1bnu3u61wYcbw5PkPP95+/GSLf9SKrBBlqs4FLIsC0zQ9GtG1cCgUJUAoB8ACVidZQB9kORHXnBwPTgAApoMjI9E+maFGsaaGAeT7ujIEQohTUPtDITogLy725OVbAAMAskvuzExhJDjBiaWo9Nl1QcD7G8e6zx+9FIgqZQvErJLcNHH1N9ayhCtHeyYHju27OOo3lZXPNVm9GAR2nSWZATCC42VHVllOQ2t7TeNZW5uS7S3IsthbJX1cEJkgjQ20NbbseH/f4Za6MBNkkLiqElEySVOdOdHh9LoTILYyRhHictJlny8aVinRpi4EQBtSQ8F+Yb4lfm6BSzODDFQEd3aa0kvGAxoV/M5EOTElwUJNABohnDCGYGpxDCecg6pkxBfN3fziI5uKrl2vp4Nvb8fBoB6RQiHfBAfbZCgcjepaOOQPcdB0AI4FITpGg2SQF+nuskIPTwCIqgSY2TtnnnfOPAjubK6uuUhVFhoIToQH/V7mMNmEgBoGjbjMaZkb56SWL3LHmcRaW2l8alGBJ2wFK6iTgcmwBqIoaGJoYFRL9DnyMr32zJj8umhJL56XXgwA0D7qqRKaJtXDp/rz4Ipop+4Nxd6MODOnjLLrH3yEYm2GkIBFSRIlELGAAQEyJvwGDzCxWX4kEpn5E6at05+7lPDn0QAYIASQZh6fp9T196SeaVvuyBCTZTwVfBQZ6u8cngzojkQHwxZMknOKljz8P599qDgxiehASSQCgkwtCYPn/2P/wddH0BPf/N43Vy01a5bAkSN7mn9+wIxDKp+K5aexoPDPcHEoFk3xucx/nAFgkFMtnpwy1+EL/svVbeviPbZKsyxyoJxRPeyfDGlMRGaLIiIRfYrTkcfG15gl4VMskgiAI84Y0dRohIBVBACwpJYuLBrWJ2vGuzvrBqWuMz8+X92bsei/f7tqUXwx6Yy0H/u3X/q7QoRHgQLiWBBEUYSYbYhzLCNRMKOgqI8GoywKYMUItGBEi4YEgWNBvDMWjltybbjmbd0yhLEgipIkAYgSIFBAsZkUwcLHiBoIUEgUALjGooEgJ2FCBG6Oy3v04VfXLWd07OIPD7z1/Z9vKz367Muv/MGSosWvbJ3HNkfH+4//0wdv/d2//WpV5W+/8spvLSkWwUqZfo2MHDglJll25Jbx7nND50+rMM+17OGc+LjBOgJYVAWxo+Zw9aGfDsH6l779nbVLbcweOnrq47rX9pqFsMp1yqKc6pSKEgYAXaN6OJDg4DgxQZEdMSsDAGCTIIpmPsHVSb8qECvIQHk0EKZ6WLRghCROgE0FCt+kpTjnlFFKAa5ZZ8sBEMJXW3v2HwomJApm5MfaqD8KUQCzIgJjqspwdBAmQkGOOUIgSpQ6bJayZY898vgfrS0VwKapKuFqhNvklsH2mrM8rOlEo/yagBkOSAJJMuGATEZCUT0E4BJFjJkW1XSNUdlksSemllShk8KZYyezoC1rwdzHluTkpVqB6Dcu5+OM0UgAWVISH/rDF0qDjxEEks3uibPqEz0qNcz+BvcrM1ZHzu/EhBcAbisOIOaXuOYbSjkHlJ2nLCnV/+HIyYvBbO9/X5OcENvY3/HxR+/84/7jQ2ULFm0SvcHclCMTgxYeNzcpGaUDAHRc+sWV6q5g+hOox09HBhLm5JcvzU3KAQBIyz3fFhb4BOXAOZ6O+GUAaNqJflvSIrjWX/xpcQBTURccOOeMA3BktdiTywro2cN1775/3up0V5ZbAIGAWHTg8OF/e7cW5iY+880VxeZcs64zuMWai9htnAk0uNY/ed1eU7IwxoiuqmoUrKLGMTA5o8iTM56/bdiSWNeWqjf1yJRml66as9wFEtiBX7Fa/WNBHqGcMwySyWQxAagCcEQJMSUIbjlbeW9ovPVKz0M5ZVAKHHobusZ7W2zFG80WG3CB88+QPOLXANUWfHwAACAASURBVJ/p79N/zHLXpl3ynCOOJFG2WG3K9HI3EaxzUhLOFbBd/X3OC0MrUlLAHhr29zQ08hSHg0p9p06fG2mjBYtfWbPgqW+afIHehmpf50fnj/rPXY4mZc2veqliaep3WF9w8I16f0dT+/jSDBfY0bRQ04IwnWNR8hQlmV0Z4/U4vtg8r9jkVJGmAyCCUGB8KDrc487Nmb+0ICkfACAt/1JzVOQTgHhEx93BiDMSMoMIAOHJUFdtM7aNJSW6FNkKoDPKAUDJsLjc+Xhv8xC90P9ouhuSSSDaVdsSMQ06U81S2EkjQClhjH3iqZwJYgHgGGFRkK5LwCGDLEni9HxhKpxiql2nonw4o+YkKQ5ypF9NjHRd7H44LQ/mYAA81PrBweoDtUKF0qDZdNGEHRlxMJiT2BGxKWJqUgEAAIHeC+/+olNzj9pyCTEjzCilwGZOxwiTXTwuPt36UaLvXGNX+ZVw9ioLAA6MXjp4+Of1vtIVFS+UFJYuLDnwwb597dvsng0VBU+lW9NtSFc5m3p2YCZqBzjnlIAgi+bEZFvizHVGfECmnsaZuBEjDsDgvoHPBLHF/r4jKsDnsgFQxgA5cnKLVq+cU3fuwKm333q9rTM73gsqZ/1d+8+caxvp16N+LU5JSV/ySGboYFvDa//+o3Mp5fHDrL9x/0fauL3okYfzkwoy8wrPD11+Z9t7JZksInftP3Si/9zgvDzsJUSLhnFU/dz5PG6/8RgjWjQQIRGdAGcAnHHRkpC6ZEXR0ImLNR8df6tD7siMAy7AUH/98YtHOsM5OUs1dFuWic/w9qGcatFINIz1qcg8xjnmYEoxORxzJ/b1N+ZeWbbCUpjo6aw7/aufDSU4vL6WUMOhPaddQ5kLNLtiYy2RK32Hd/AE5LCGQn6qBVU7dmUuKI/zd5w5veOXo735S1FvoKW1WUvOX5qXm+5SGKOfo5TEl8vtNhEChBEJ6MOtHb7Jba93ZMdZsEpAECRPJoRcZQXR4NCRHf+ePlAI2cMnqtsjQnZ2+aK0BKGh5cKOj8/pR4brV1VlO7VszwKeWZzo9PfVHdt74sMPDg8/tbzEIZiK0hYlWLLi4wkX2bWBEZQRNRKORkIhAghc89Irt67uijoq0ovio6aBUDgcCQTiVM2bmZ2eXzwwXPfeu++3ZDJV6T544mTX6f65SdiFJSryvv4r+/e/HmqxCqbO6sb28WhCYemiDK9dwYxyTgEwFZJdKfnLK4TJS6f3/+S14XnOskBNa/OoL25J6aKsFGdTSyAUCmtaLH/Ade2GEGIa97f11w7u2TYyUpQg6wQYY1iWhbDD1HumLTARsHDKAXHOdS0aDYd1nXIAxkg0EgqpqlP0JC+uTIqMN9a+9+YvmtIXJIeBN519r2+kUyrJ9ahqOBgyhVBGxlz/yk2nDrd/vOsvxf4cSDTVd5/uP3bSWbDCXpxOIioRxJlEEwyYpoZD/oisW/JK5+SEmmtPndy5faK/O4tacUfT0dq609Ykb6RYjmeOskrHa4uE8+/Kr/SYS5NkcCKuzbwNb7hezigAjkSngoMlk8z4PbOy1cDgPuFzxQFwChRUU4593pPf/W05fceH33/jyNEwl0AASJy3KD33G3PVK3GpUW5zZJU8+oqqv9X/f3740Yfq2xIBLTlz5TOPvPLMkhJLsuxXVg7+4OjJHXtEiTOkBgJqEs2uTHDaZJlarMhsujEN2pcOxpJidlqIRY5ZxZmmc8VlKnt2M4p3iz//+aGDf/d+zGCui86kvDWvPrph5boSKVEhGoUvL4xeQIJitpitFnm63BkDjji4FIs5uaC3R06bDOYtrmruiH70k385FNKxSFUWCQyjFdmVbntqXELTRXvb8b0/GwqrC9asFbDHYQbFbEopfvjJ0GDwwo9+vnOfvguZqGfxgifWv7q5eHGSlWjkvrGZIgTYrEjcpdWdqDn2ny0mWcCIc0AKKt66eEPF765/Qt9z+Ps//dMzJlBwmjx3/bObqp5bmZlMEldsaugJvffa9n+4/IFNtienVX3tuZUPP5o4XKU1//id/W//R+1pq0nxFOaufOmFhUsXuZgVc40AnyrGKGDRZLHqSAHgogp5Oas9r8wDweVIomNMx4JZMpmcAsovrqR0ze4fHjjxwQFR4hyp/qDq0dIrEu0WxYFxZmjkyOWDf7lrHKMw9fKCNU++vPrZ9RkpZkHXaMz+oxHRllBYsWVrn3/n+Tf/5qc7sQzxJHfN5pce/vYGZ8Z4P8WSxSrLs9ZFxAoWlTjcH25t2P7DfR+ZxOk8xUgyianzCzjJEcxml1VEgADJitlstcqygAAwFmSLVeFIMtkzSje8Qtlb/f/w2r6PIttlBhBxlLy45je3rpzbVXe4ttckcmJJKljj+bo2+bfbt//nnxwxAcegOJcufPaZtZvMcYOnzuJA0CxNJ/7DgGWTRTERScLunEVPKxIf+duPPtq/fbeJY1CV5Ip5W79TtaGswoKskBaX4i1e5CpLzM/NSncjjPlsybxiuiDGAkYzZjyIuTqwgDG6yzVJDQzuKz6fBsA4B8JMyJGZsvThDYppwtXYP6kxEAGSS5cX5c5JfqidmiVXomw3WSoLq/SN/Y6EkeAwE0DIKHl4ddWy5CwZLJlz5z659bGEtoJelQAC0aSYk+yZc5ZXxCWaolueBFN8khsD6OTmjs8bZYNPWG9vBWUUNO725C986NUclp6aBSDrhDDGkYgsnuQ5K9ZAOOpqzO5SGQCAYPbmlGzYtKzUlS3qjLAIi0Uk3Y5A/Kpt5/rtlHOmQYIldfEjT0TCcmKGXUI6YZwhDrouWjzF8772skPLFrPTi0tWJHvYZOaoL8oYFpFosrmKMirLShKtyiKy9fcyiqLxiaW5WRkOxybEiSfVbjc5FxY+BE8FsnMG/QGwo+Sly1ZWLs9w2oFHIox/gRCSL41pS/RNHT2MMAQaeB3ZqzZ93ZHcOTIW0QmLxWGKkFxcVFycXpTrElJeFKs7CRAlL650+ebyrAK7hVBz+qonNzu8+FT/cIByV3rqsmXlRampdnfqxueecmRbz4+GdC4kl+RULS7P97hEjcSyyjAKwDWU5Mhc+ujTmm5JTDZJVFcs3kSnFwCARyyquXTBmhSvz5OfmuhOwqVbnt4c15zVHSWAQFBkS4o9veSh+RFhsp+IiZ5iz/x8CzdJEZRsLlj+2KLC+U6FEX3a5gOcEC66rXkbKjc5g+hMc5ipYoqct2LT4oLSOKbDvIo1qYmhuMJUu6iTq7YbzoARDdlRXPnixxhK7eiJaJrOplM+c0GS4rLz7PZMF44rKo2TdBmsZYvXpaYE44tSrLou2NOWbHxa1cwpKRa7yV5RUEU29joShnyDFAGISYs3LVldWWRLcOhxlgx7ao7LoiTIWY8s2QzMfrmBgMZt9tSKpVvK5+cLyASPPhaJWJOTzRh0onEXjq9YsTGvMOop8NgVW0ra/C2rn1bMxd3tBDiIztzyeRsWLciVHQAAId+IhwQrFm0qWjzXoQiE6fTaMJHYykyGMMgW2Wq1m+UZ3wAAwgCK1WG1yGaRC8DZTddUGxjcq0y5u2a67p14MyNKaTQa0TQ9NhKYTMro6Pi+Q8cxFjZvfNgd51I1Qim5yeOEEEYIITyLlQ54LMc7wghdp5jHvIOco1iFATQTEIYQIOCMccYBYwDOGftsD7IkigDg8/sIoU6nQxBE8ilJBGIxxQhxzui1U3qEEEL4xuFxWvjbEIZzEAQkiVIkEg4EQ2az2Wq1UEpnq1WAACEBAwBn103MEcYYI+CcMZjOV39VRuDAOWUACGEca3XOY60XO9R0+8+0MnDO+azlEu4CnIMoYFEUgqFQOByxWq1ms4kQOpsChwAhYXrqd+0hpnMDAELXdMTYShlAsfZDV380ffti3e/qsTi/oQTGLPcFIXR18omxAAiAM84AXd+ZBVEAIkaOn9t7+H+/Rm1ly3/vT1cVO02CqrMpIW5MYIempEL8ExfCgQPCOHaum9w7hDFGn7jQaxoZIUCIMxa78RgLKNajGP/kBV7/tE6F1bKpIwBnsc8Y4U+2dkxKQPi6Pjz1jMduBpppoxmZESco4gtM1ta2X/jon7sGRnMf+n8fW70uz6tpImFXH13RJJKg0vnOrt37Xz2emJFX9WfPVpYVeO2KiIEjoCQ6MVhXff5Xf3G8J+Rf+6ONa5c9kaErmEaNrMAG9wmSKAJwn89PGbPbLLquh8PhWB0gQRCuW/0Pn7YWIPaNpmmcsTh3XGdX7979Rz3xcWtWLTWbTKqmxX57W5GANw+o4ZyLgiDJ0tWnmlLOKMMCMMyZyjjnSBQFBc9EnjNKdFUnHDhCgCVZ+uSCNM40nQFHogic0U+Oyp8Oj4VQXo0D+lRjAEICFmUMlHJy7TSUcyRgLMnStWHVQHVNnwrcug1hOOdcgE9EJd5MJISwIIgIAdUpvXYcQgghURSAA9EICFgUrqv3ywjhjHMsSjISAChlhHBBAACmU8oYR5IkyjNVcDjRdU27VyZInE/ne+MzutUtmkgUJCyh6w9BCVEpQoIoi9N9iRFViw3nnIMoCFcbjRNdY1TnCLAgilieKUGja9os+ibGWBBFAM6m7stVyRAgjAUsIkZ0QhkCLEmf7C0AAmCMERYwkmRFNplMAKBIwKmmMf0mPhiExasPBae6RikFjgRBwAJius5gFgUUAcJYFGVhlokDZ8CBATBdp4wDR3jmUJwBwoIgAopdIGNIlK99WjljuqZRLmBRkARGdEoJ4xyLsiQJMxfLdVVjDECYOVTMsoFh6lxU14BwDhwJiiihax55LQoT5+s/+Nnfbb9wKbBq2WMr8rNT0oAQ9skY1djrQrKY1FGl7kT12Za/jpDf/dbKtXOTzJwKKDJ8+dCJn/zLL3fXNcWXzFulWCVAnyExmoHB3Sc2eM0YAabiaFlscc8sS6Wu0wBii2Rv3OHWfOHSvYxQjYRurMV5dTUVY0RVCag3+e3N6njeqZIejBGmznouRpkWidyhMqOMU23WlMOcERKdaQyNkmua9hMHIJFrNuhXr4gzPRqd/Tf3F4xTVQ3P1pFim6lOZt1GNZ3e2GgciKoR+LTbSxml0dlTQXPguq7OHJnS63oLEhAwmSW5cxZv3MKUxARLNBTEMtbIzRe2cOCEaITcKBbXtZtdeeyHTNej+m3d508cil/X8W7ytBKiXftEXtsnr+H6PsyAsWvF5kzXw9cIKcgC46LoMCeUlJS6UlJXLN2Ql+VRBE3Xr9NyGGEc646itPJHvxHI7RyOF7PjHYqAYnlREBJNbk9eRcWmhXkphaVl3hwb4bFqXgYG9xlTVjJKqd/vDwaDkUgk5vW7bkSPWQVmtQEIgmA2mx0Oh8ViUWQZbs4X1gAMDAxmhVMOoOI0T37qk3kQc5mBZpSrvQaqURBoXHnBprl/toGDIIqCgEGP6DfMd5jOAFRbfsry3O8tY4xNWzJUjQAAyI6clSu+V1XFMeAYOmP3bbJLg682seE8FAqNjY35/f5wOHyzLL/TxoKr4WjT7klssVicTqfH40lISJhOSjMLt6EBcP4J2+c9TiwfwEws4F21A05bIa/JaT+dEeBuiXSvMdNE02Ucrnpw7rZoXxJIFCRRkYFToqn3Rj3mewsEWJZMkkMEAKBaVL2Flw1Lokkyx3JBcKJGiT7lJURYMis2QUYAAExXVZ0aqpbBfUbMI8o5Qpgx7vf7Q6GQ2+3Ozs6+Nghg5t1IKaWxYvMcYgFNM44DQkg0qoZCIYzH3e44gJuGFd6uDYBxuPeX2dwj0W0GBlfhhOok/CB4YX5NcGA6ieqB29mX6UTVA7N4Q/hNXY0GBvcZHAAxxnw+XyQSycvLy8rKwhjPzItm/tM0Xdf1WG37WOHAWHV5TdMpZcFgYGJinFJy61j429AA0Mw/9zpTi/OmA8umv7rbxOKwY/rdvSDPPUcsiB+MJjIwMPjqEhu8pmL6QFVVTdMEQRAEQdO06VJA0/ZkxlVVi30f+45RRgiJqtFoVJUkiVGqqlFNR7fO+vbpGgCa4lMXvt8TTIdEzoiNbice8tcrD8YzLXgviHSvcW0TGe1jYGDw1eS6eP6YPT/2IVbub0YDiH3SNE1TNcoYi31Bma7rkWhUVTUECIAxxjD6lKR6N9UAYrLouubz+WJLe+791zLnEI0KCCASDlNGY5nDYksp7pI8HGMsRURV1aLRKOeMktiaMsNdMQXnXBAEURQikUg0qiHgmqZSwm6WP8nAwMDggUQUBQAIh0MmxQSSGJsLXWP8h5idf8bZzxgjU7EAjE+5AChjbCrgDGKJOz7FrHpTDSCWK0VV1cmJiVmjEO9NYnLGVCc/Iddnj7lLEsXuWYTq0Uh46mYazDCTYofzUEgPh2MJbY0mMjAw+AoRG+8pY4qswLQZGwBuyCYT0wCmlIAYlE59mCr6dVtZcQFuoQHEluNKkuR0OjnnGH9aKdx7ATQ1tn4iW+9dHG5n5JkuaD69NOCuSXTPga7en1iH59OpMQ0MDAy+OsTWriGEbDZbbJZ/+9NX/nnTYN9UA4iJoigmr1e529Poz8yMooQQujGZ4l1hRiRBED59768eM2GuMJ3pwsDAwOArCMY4HA5/pmH3cwfq3SIScDqx9/0ZmUUp1TRNFEVRvFeyHqmqyhibNcOzAQDEvE4AoCjK/djlDAwMDO4vHtihKJYV4dYLIe4knHNCSCy1092W5R7FaCIDAwODO8m9Mj/+dXCvzSPvU2vKncRoHwMDA4M7xgNrAzAwMDAwMDC4BYYGYGBgYGBg8FXkS/ECUNAj4+PhEBHsbqfdLN482J0CjQaCRCOi2W4yy4Jh850Vrk5EomoEO2TFYp+1tKM6HvJNjPiZzgHLVrs3yWXGt6oBef8TDKpRlVhsilkRH6huwzUtGBr1achkcbntJnzz/B1c01U1EOJIUmx2RXqgWsHAwOAu8GVoAGQEmg6+9bNzh8ZSV33jucdWpmfedFcfjF06uLu/bjh5xePliwvdD/ag9TlhdOL8T0/WNF10v1ReUfVY/o17UH/16x/v3PmLM3RMB0ta6dKX/2TLyvT55jsv653j6OHW6vrBZRtLlpUlK3dbmC+TQE37x/v/+f1hUvLQ899+fFEC2G+2J+0YrKvdvp+aMoo3Pz0nTTYMeAYGBl+IL+ElQvy9Q9W/rD34swPHLu6onaibvMW+YQi1NVy4dPhoW+dI+K5l672nIaA21e7b9vZr7+441d3qu2G7OhRtPrB9x6GfHuwfoKLFwsl4R82vzpw/1DMC/FZFoO5zmhuHDx9taxv0P2DXGOk+0XHsR+cOfrjzTPv+9ujoLcrb8RFfX93JI1fOXh70EWO5hIGBwRflS7ABREbGW5vaU7NNS5wZvrFQR0OQLrXdxBEggygriqQoooCNsO/ZoCORpgPVl/ou9sRjZrLeaCRRB6Jd504OZ/sqtv7BtxavSIr0njuy669PdVmgdnVKhVlw3gWh7wSihBVFFIUHa+LL9eHmLp9vZNGqSuxxdtYNjaalZafe5OkRZUmSFAVkSbj3S3UbGBjc+3xxDYCEJuhQT25ipW1pcU7d4UGtxulbUuKe/Q1lBUWSJSxJGCNkzGJugPvam+u2H+0bicjFcwSXXWAU4JPjgZKo5KzY8pxpfVzh+gqnE8Bd3NPoPtoQTuoeYwVpD6wGIAhYkoQHbOjjzD/aaY/yBWVPLuVDina5OTjPSlM9s6sAyKRIgiwxQTCKKBsYGHwJfEENgAMMT4TUFlaVVJC+qNCEd9RDn9I5maqPXe7ui4xa5hYVJGc7AWCk+8KVnqFuLEx2hc2ARFEQFGCg9racb2zpmwhwALA6knMLK4vSrUj6Mq7t/oO2dbbUv3lB4I6U5fM9LXGSpt2gJinJ5tzkzbkzf2vRQCCA9LAA90z2o18fCEBQAEAf6KxuaOoa8THgYpInOW/uotQEEQAI+JpaWzpq2sI6CLI3PbVoXmGi4sRhGGusaexp7lUpEi0ZxVn5OYW2UGTC1z4Q4oHesM8/TBVTTll6nGzrq+3rDQ6YXO7cucW53hQcifReaGrtaxsHwgEAgyB7CysK8tOT8fjo8GTPYACHeoPBYH8Qg5iSkpVfVul13dblREDt6QwnDTg3l5fn2870NfcMjI1n940FWeeVlkCyOaV0QYHJBDQ63Nx0uSWA+gb6wE9luyBKAgCEAj3NtRfbBqJUBwGEhMy5JQUFCe7ZzqRPtrefrmn3q36OAAR3YXnenJwsCRAbDfc3VjcM9Y8zLloc+fOKchLS+UBf40hv0JYwJyvFa7YCB5gca+ru6YnwtKykvCSvCEZqawODB4AvqAHoEGwaiww2pxYlJ5ZUiG0Rc1sjT6ntGvLVvLH/o9oj5pef/ubW/6sK8649H//w9f0NoYSHVvYFk5AgyiJGfMTXsOvDH76//XzPOACAM6n0scd+/1uPL/XmfgVnODTAm080dg2fSlu+1qbMi6OjmGgM+C2me0zT1Qtt9U2XBxJ5bkZqPL5pENmDARIQFgQ+FGre8cG/v/vWic4RBMDyMyqefPmvn3403+UOD02efHvntj0/PhXgnEL60rIn//h3niqpMncOH3rtl786tqNWBUbEshfWPLX11YVDIzV1r73XhSYvqP6BGp8oVL28tNBbeOUX1We6j8qpiRv+6HvfePSZpID/0pt73jr4Ti2KMADggHD25j959oUtmxMuXThw8a1dndbohUB47Gw34qy0ZO3Wl1M3r0myfboxho2SkfoOs9SXOW+z1ZMtNfhM7d3+gLmlK7rr/3v9cpaw7NU/+a3yhY62jsM/fu0/jowlZdgKl/qoKVuWRBQFdqXx41/+6AdHzod0AhhQ4aKvf3PrK5tWeq+LJeTA2jtPv/POX7zz8UhgEAEAy1z325u/8eoz5ULiwMWG9//rP3bWXeijwBXbqldfeO6h5xIvnXlj9/tXnMW//9uPPZ4/D1QInjuzbeebu9SE5772RGaS29AADAweCL6YBkAI7aqNBkYs8zcmFGcmKLRqPm0eHagdkJOTq+ZntrXW/vL8Fc/PQ3LmxTcaRxCbs74g2yn6tT7KmRjub2xo3Vfjiyub99L6LBkw6RgaCNYduJQklCYvTrF8SVd4n6Dq0a7qtxpaOuzzNi9ZIo8rrfWYklvN6gOdw+ff3753x+6LUnDOd598dPlCK3bcMXnvAkiQsCCrw60nG3e+WTMZZ13x1IJ4MHddagwde/tQrsWUszbacnb7cO/QnOUvZeXw+uqPBxte3306e0z0TrZvD0dhySO/meidPH9sX9OF1/aeMUmh9iv1x7rtJbnz11Z4+65cqj1e3ZwtlFYUPZYJXYOXG1qunGlb/XiCLWNFxYZUeZHCOQCM0ZHGi+P91QfOzVnW1lN7oeHEcOLSOSUrPE8NR3lT7ZWRw68fypOXlj2a9WlLFiaHg22XeVypK39Zagq48x29Rb4PJ0bFhJwF+VWVTbvPtrzx7hkYnNgbPHykxzkvu6wo04XHJIIUFvYPNJ0/0dgQtD303IYkJREmYGS8cbD92K7a9E3ZcxOtMyehkd6ugz86dqC6yVuVXWFZZtMB2rsvX7z8r//h/E6Zs6Or60PJmbvh6XUiaju77/jJw8xd+G0nuAbBd/piy8bckfx5zjB0nb3Y0XxAnfO02ZkkGMO/gcEDwhfTAFhksrGh71zTiKPwjNyuQGugq+NSDxq26huffXlrhjVl77+80fLhGwfFjGDIs/p3nn3y0dXS/vc6rwwFoiza3VZ3ct+u2oHKx/IqFy0wc1Gj5/dcPrRtJ2CptDylWP61pSxmemSoqb93qCcI1JTiSk0rSrJZ5btqdoj2+LrPHqk3BeKqvrN2ztzJUwfbBSaYTbdY+04i6lhnV9NEd8STn6d7vKoaRFELmB6sULmrIEFAmqB3N9VfPnRaNS18/tvfev7xJFDq/+mNd8/87Zn6C3mmckd/U2NwErLLlixbnLWiyN5x6UwwASaGhwdqasJaUUXFisVl7qWZcldra9gkshEV262peWu/+xu/X5zTsf2Hf/Terl5z4sZXX14fDRzY+b9+GPI19QeVvJSKZ1bn9mY19o1qjMKg3stbPhjvulI7MIcTUOLicoof/Z0XX5k/DyJw7u//6e3L//7+mZNKwqqsTMstF9uQ8eGeC2dH+gP90bRdAUjrvXKpt+vcYAvKeujrT/9piSf89smaXe9vq2+/kp1YtPCb/2PDErBe2lF/QuV8MjAw2vLhiRMtSH5q3pxiRw4M8J6Tl39x/PAVNafg+bRE67QvIBIdrTuz+/SFgaSc7/7ZlpWJFVYGUHv07z88c7YzMuEebh3pqGe2yjnl64pTVy1Kwp0jFovgKS97fEEoPPLOQH9Xi6qVjIdrOiak+JRntixbnl9gLOE1MHhQ+EKDLKNj3b2jNYfPnh3vP2WVtvMIDw0NcuzAdcMbsiH/4fm46/Kf/fLIftqw4pnfrly7Ll90jlKdi4hE8WTryGDruZra+s6RE8ff24EBsYnJYX/PYF78+EMdfsj2gO3LuspPwvXg6Lmf7Xpz9xuNEE57uvyZ5//n4wV58t2c2PC+hv6zR5qTy0yV89MkwRwIRVSiiVFNuyEScAZ7esLy73wj+5mVLSdaj/70yo72yc3/bX2plPugGk+QiEkQTzR0jchNaH1lXunyJFAAILcoO2s4szoMAzya7nAX9o7tOPPjPz+9d923Ni/Y+MLDxJ4oBVs+7Eip+fD4pRORC/kbfvOJh7a88vSk4ri4u35ISfdk5aQUYKSYZerJdUglhelxXhjSRAEBICQISAVobznwzk9+cPBcQNVA41F/X7AyY1kSk0TmTrfkJhRkenMAAMxQUpbr6E+71O5b0NMFmQW30gBoMDTWcKWz5nhDtXjinMwVbTQU5IPeprSyLv/avIxVLy0a/pcz23fuCBUEln1ta2X2nISWO6+LSQAAIABJREFUPowJw1J0RB8dbOnqOHq6L9jXfcQmWkCF6HhXN8fJcR3j0SEOU6G4vD8y2vn/s/ee8XEd56H3M3Pa9o6y6B1EIwmCBMBexSIWddmS7NiKHcuO066TN29yS24S3+TmvXac5hs7tiTbsmUVi6IKJUqU2BsIECRAFKL3XnYXW0+bmfcDQKqRClUoQfL5f+AP3D17zpTzzDwz85SWudKwe8XuMm+5FQAwQHn1l9z5O2LMzwYC3UHH8WPPtB/t37Jq50P7HqrenWyxp7ltSdWh5VHbK4Fo75X+tNhYm2omqbevLyvJt96wQgYGBp81PooGENKig03RzGnfru3lds6EFOCxoM22hWLj9VNDy+aKc50peZbA0ERIDUazmCPJCTOANJlwQBUUjwRn+TlSnlHgLyhwSDoAsllcNo87q7C2JEe4lTuNSDAlFWSW11Y7QfblFfitlk87ylxwcPjiwUMXBnujk7OkQbbNnm8fnu3EP47Ohb3ctm2lrtT3zuu8zZRauiQVluSg5s79jw53nu6eXZqd+vnVADAQBWKhsGINmQo8brd//nPJbbUnpeoqDvB8ZvWGb31VyG07PzQ90Xfo8kyvUrauYt2qlWUb9v1ZxH5qpGl8NnT52bMT3Yny0srllDocnCfZZcYSzCkJJWHxSEKSR9QAIjFZ14GzOhLx2ZYLpw+ffv7ysCU3KYtzoTiKTcKA08FhjgG1uXhfitsMZgAADSxehzvVLyWsTH8/Aw4gQIfGwvGLbE1SCf5iliTrQDiJREOjV6YsPQ390fws2xKP2ax3dwdI/ihX5HVjAeIqBUIR1kJaODQVTEXWpKWr0lJ4HlEBRNvGfa7UrIqSQvfbTBDm9Fh4GvKoszTHpV/dVsMmf2a6HwAgY/tOi8S8jaHO2dn42Z8f6auaXLVubYbLa6vyZ4eK4/XS4PHWvLRLI6m6NXdbgSv3cxWMycDgt52PoAGoQ/GxlnbIx1sf+i8PFuenigwQoOn2n/34xNHOmanRhgkoaqkfs2SYPCQlenF2YNXo8tR0EKw8A8xTk4nHDn9ySfEDX/vC79ZUIgBQ1FBockwFp8PthFs31CDR5qv5+r5Vv7uHASCMMP7UfcwSQrIupqfGp/suv3CUEpYIRBJqBMX1lOVNo+tqCiH12qVKOBGZHVPtnN2XM2/xxVndqcnmOZOiyLr2adXgE4ACFsHstYkhh9IRCpdMQXoyACiheGR6Cjk9VOYVzLk313zlzl1udebI3z7xr4/96vm2VX+qiPeXZeTet2uZ+wvC0ODLf/Pv//ajR19eufs7hRSLlBEghAHHABDRqa7pdH7uxghhyTw7NzVS/2hrx1zplv/4i51LLdkwBr2vfvf/TrTMUqJSiCVoKK4AzwAABIjMhCE+neMvSPGmvp90EQg1j03P9qTds+HuVX+wN5UxYIhFBs+e+acfXdQ7W7rH/e7m6aGpYG6xe1rxjp66POLNKZAkHokco7yJCW4r71lSvuyO//kHu7ItSQAA4cBgeC7BWTNsrmuvM3KLFrsXOhKRntHwqiLHQpG0wPRcIMYckkqzXSu++eWdyabg4cYn/+Fff3Ly9NmAUvC7yUv8ziT/qpSx1oErh49VtsfTVxYuzXagz6uvqYHBbycfQQOYHp3tuDynr8B5ea5UK7/gwOcvL0ueGm96Lth78NdnK7tOzC25Z3sxlzr68mx71nOZdz+QxEwcoZyVuXIyctuL09rkRHyKzm91z4SaTj33RJBfU7Xt69UFtzJtEcIch7nFY9DkLlm75Y//sTQoh1VFURW57UB95/AZbtvSjXu+UOlMeXu43+nmwbMv/nNvPiq+86/3+lMEoOHR3s7hWCjZ53ZaP68bAABAdMJbqSctix4t1M8M9ZbUBUr3egANdw+PDPQ5a8u8UdL08oGnhiezN+z+021VW7+5q5eGnuzgZ4+eeqU7dGIufdPO23+3snjv7+9peRSfGtBn3RN6pkYAAcz7XDJGGWXsqgMmY4CQRnSaiDg4ISU9z5IBAGAGmojriTFkkxFwM2F9SAjE5DCAFzTovjIwOdSftGSN1/N+DoGaqvW1zQ4NyK615qxM7qoUetJzqirNvWMz9fX1ysDTlhDz3f/nX548Kmi/OXauIBnZcigTMNOkDLPfWZp/KDprnQxalPko3OzKhacu1g26Kv9gy+qyFN/CLdPMvqwy67Oh6dm6zr1pKe4yAQC6Lz71SsOJQfPOgtmAMt3GlX75i7u2bFl5z+yexidORrqCs/FxcBf5UisquJP7z714foaVfmtrRWmKtHgkxsDA4GPgw2sAY83Bk08PxDMqcndKug5w1YWfy87y5Uk9B5+53BA8n+nf9a27v1LGJ3e3PLn/0Jttg/GVQncPCsYziJizpGY1DfS+du7JJ7vq6vwgQu/YJXUwsrxa+q3LGGTx+fN8/rxr/8/oEDm5Q9xaVrliVRYDmOg/3dvXqjnWFucnmXibQxo5evFy8/cvZXksKBroGBnO8y7fuLHUmX6LTCcWAXJCCUUgjrOKS8r0qtPPNDzz0/HOBh9YxlvadG/Z2op1yzz20AAeOXzm7Imzk/W12XZh2sGvWlNSlivEp5t797/Sffrk0OZKN2gs01XjL0u36lfC3WFTTKUAiBE5EUtEFVUjDEAnajwa0aQ5p9lhr1zXHqk//vz3ZutMglUZpT31+5uz5FIv4SSzMy5H+ut+MRVs8PFUIb1XWqT0letLVhW5byxashbvufTS5cuXZPceszv57V9ZfMvy0NC5Q7/sOTM2U7v7/p333VeR4EeP/fTxZ370zMXUDC/rnLAXK057Vu7qO6uUw211/+ev/iHfnG4JwOR4U6ubz9+wFCGASGxqqPXQeMyWnrmtqOq2KvnE5VOPfu+HR+xZdhWgt/scYL54td3hmG7oajz284nGE42VhRAO+8rSS8uWuExmAM7hSqvMwr9i060zeetcWUs9ZkMBMDD4fIEIIbKcUFUNIQQAJpM0MxM497f/y37qpOlK26ddPAMDAwMDg9862LJl0dLSsr/7u+zsLFlWCKHzMMYYY4TQRCIhywohhFI6/y0hRNM0TdNMJhNjpLevh+dwTU1tdnb2wNDI62+c8HndWzauNptMiqoCAGPsOguV8LPPJv3kR594fQ0MDAwMDAwAAFBzs725eS45GX7wj7fuKdc5ap977NFb9zwDAwMDAwODmyHys5/d0vtfRwNQ2ozNfwMDAwMDg08ZGg7f0vt/XgPIGRgYGBgYGLwfhgZgYGBgYGDw28hNeQNWzs3Newp8hpg3mEQILZ6SzxcJY0PruiHzzviLp8veFwSIEwTMIarrhBD2zkTOCHM8Lwo8fm9lGDCiqZqu/xbkczYwMPggXHR8ovndbkoDEATh2qCs67qu6/OT660s2McAQogupjF2vsUIIZ92QRYv8020qHrtfdGJfsPvCNE1Vf4EC2NgYGDwwbgpDcBsfisonaqq83PY4tcAYFEWchEWabFhNJGBgYHBJ4CxI21gYGBgYPDbiKEBGBgYGBgY/DbyUbIDMwCEOIHjeR4DAgDGgOo6IRphb6VGZQjzHCcgRgjVPjMHvJ8KDHE8zwscRmihMTWd6JS9N88sQxzH8SL/1pULzc4Y4niOE3gOzec7pLpGiE7ofPIbBHj+awwAwCgjukYI+Sz0Cs9jjBHRKSHsfdLufoZggBDmBZ7j38qDwYARohNdp5QBoKsixvE8N19pBuR9RIxS7TPRmQYGBouCj6ABMACEEOY4jucxIATAKBBKKQVgsDA+ofn0u5hHwBgDCu+bNf23GAaAAWGEOZ7n3t6YOmXXvRJzHMdjjNA7mh0QQhhzPMcjDsH8JM8okHkre7TwLb+gARAGlFBKgF2nRIsGxgAhwBhxHGaELfLSfgAQQhjjeflZgAEFoJTM5ytc6DIOczzHAZ5/K4AySvWFDoW3RIzDC58xYIaIGRgY3AQfXgNAogV0RRs61t7WUt+rhVWGzV6hsHplaW51CschpGKzycILMDfb3dfeECAZKSmVGS6MBN1YprwbhiQBdIs+3Nfeeux892xUJ6YUrmDNhqXZ1X6OEhpT2bx5HEMSD8RCRoc6246d75qeU3XRy+WvWbM0d02WmWIxMdEy3nG8viPaF2SATenVm8qXLcs3aWbMEFX4RFdrfevJxoGYyqgjx1K8ZltFSrmXJTSqaGxxWuAJAiaEtrWOT0xHMwuSMjNcvE6Bsc+sIsAY4oC32PEcDjSfOd92pn2GMGCIMWQBV2n5yvINy30OjskyR4mqjZ7qaLvU0KsFZYZMbqFgVWVp/mo/b8JIBpPZKggQDvYNXDk/o6UmpVRlungsGiJmYGBwE3xoDQDxAlYjM0N1L762/6XnrwgRhiifpFZEvnz/7pLtmT4LjoVm44GAjgbqX2o49rOg+94tW6qzbRw260SDz8067mMBYYFHyqza8cb55w7800t9czoWTCla5WxY3ZG+PjfZLnB4YS8ACzxWQ1r3sYv79//Liz3TCRBNXn3pzJR8e5Zzid9OZrtOH3vmX56p03piCBjO6uNu1/OdK805HgyBofjFF44889oPDk8gAfPOPKEmgmGzvzrdLGAOk3dvNywOBIFjjJ0723+qYWjXl1alFviEhA46WZSFvRkwRhiDrE92DZ996bnnjj93aUZAgBhCzAzJ66oDquSsqsx0OUWRhoOj9S8ffu65/e1CiGDKubSy0H33mkp2ZafaMQkFg8GAjgYbX2048h8ztr0bt1ZnWyXeYoiYgYHBTfChNACEAZCoj4anL569pHYp69fdX1qQbgn29bQ2t0SaUy7VZqyw6/GOQ6dfeOZY12xTR3ykt2T7nWwDRsgwPXw3GAESTbFYoO3y/gOnj4yZK75YuyqjMNLW2/v8lROBx4Vv3F2VVurFsgaEIdEUT0Q6Wl84cPL1Ab7o7ttqcpbEuwZ7D/afjTwhPnBv5kRnY9uzfUvMq0q/ucIB4b4rRwf7njjWkV7j89nVyQsNT77YeBn7N31z9VK7f/LsleFfnD4aI/yX7iy3Z9pxXKOLcGU9H0IpElampqKxhEY/4yGVGCcJLG4JNZ0/9MZ/PNXb71mx6w+L8gTerGNODkBwuL73zX9+LH7vHasfWCPpwUvnm+JXYmtq7iovzLKFB3vaLrbHm1KaVmesdCGl+42zB5462jF9sSs20lW0aQdbj9FnvHkMDAw+OT6sBoAwHxtVJ1vr51ImC9Y88sjGDdn22ZaXj//ge/WzFy9P7Uv3Ci5QiZxIxDQdcYLVbLKI/Lxt06cMA0AM8YIoSibhav11XVFkmRDgBQmLAqJMQAgLHAAAUKIpcVUjOkMfvxkDwoCQpIxPjTQfagi2spU7vvpHD+7zLxmr7zocOTDKRTSa0OjVK7GkjgXHmg83zFxSl2158PcfvD+3Yupy/5uRA+PWcHQmeOVI12hoJOvLX31oy59v8TC1+fDkr852nO0eK8hNj9K+ywebtHHvji/+4XfurRHSuzIa3/jVS1GIKkRbxOZ180qJZOJtNlEUOGAIcZJkWrCXAKCMqEpCVXXKMId4kyQJ0nzHMUKUhKzqGvCcYDJJvDA/OxJVU1VZx5jnJBED4hFCHALQVZ1Qwkkcj3hgTEsoiqpQDgtmSeLFt82sVJNVRVUZzwucJHAM8QgBNx/NSFeUhKYReqMzFU7ENDo3e/FY4+mmi3pV1a67v/ONyiIADgC0Weg//NShnueGmSIzPjEem2y9EPSO5u75r1/fdFuhM9T1+on/87/PBS+0TN6RnmJKYhpREomYqgHmzSbJIlxHxBgwwLwoiRZRuPr2Ml1R5YRKgGBREE0mES8YI+qyougq43iTIHKMyIqq6jpgQLxoEiUBqKpqiqozRA17HgODzz4fTgNACDBEo1pgNmBxRVJcZoQBgOMld2oIxWenJtSI315YevuOP12xlg7U/br+yONhT1SmlFH8qY8bCAA4pOsJORFSNUopYIQEURJEASGmyHGIM8BMpURXCWKAMMeLkshhDsMtOF3FGBBC08Px3sHLpvJw5daVJZZ8AM5bkrvzvz2U4BTB7TSThAYMcQhzaGZM7ulv4Ytml22uLHMUIeA8+Zm3/eWD1JEIDLOGmQSC5Nz0VI8dgEM4o2QVTFimWqZiw5dHTQMzLUmrxcr1tQWQDsBnrC27syBJNRHR4jaRhAqLcAPgnSAAhBEDqsQCcUXTCSCGeJ4XJInDHIcoBS0cjWsBlTJAiOd5URQwxwFhSmguoqkaA4SwIAoCzyOdyDQRY0A1SqgOGIuigBHSQppOCeZ4QRR4HgMh8dm5OaJRuGaVyIuiIPAYVCVB41EKVKeE6AwBEnhBkESMOAzXOVNBAEjg49HYWP2ZkdGEd+vXdm7aVpGp64CRzjCH7ZCxbdu9ayoVyexwiLMD6tT0jNka9rhMHAYAzJld/jAXmp2aUsNBT/GS27b9ydJa0l+/v+HNHwVdMZlS9u6Qk/NlUaORsKJRShgChHhREkSJx4xnih6PzoaIrjPAmBMlgcccU+JBGmEcL3AchxAwBKoaiSd0Sjke8xyHjOnfwODzwIfRABBCACgRiYRnpkWL15fi4hgFAMCiK9UHI9zkVCgacZpSM1J9GQD2SN7IFTGONcIWwdkkQ7yANQue6Gw49cqzJ5pmE3FwcGLVhnu37d2blBTraTofae6M+/CpuVDf6TaUIIIrb9mqvV9eX5aWK0QYUJ1+nKPffOYCNTgzOzY+aS8QiyuW+B0mAJDsptQl2cCoHI2rRKcI8QhjpIZmZ0dHJ6yZXHFFcZrTAgCCVUouTAcAMRB2mTU5ND0emEuoACbgKdEnp6ZH+80TI+qYcyYQSKktKi4p8Qo8AFi8NovXBkSPxxI6JXTxx+LDgHgrxNnshRNPv/7Ghb5JgihflFO28Y6vrlqa4ZZC43L/60eOnXmxbk5hvCl/Rfm2e3cty13GdU93Hnr+jcajl+MEC/blO2s3r9+ZNhMaHDnROMNmm8PTk12KxVqzd1mWPbX15dbm6VZretq6e/ZsWVslDYUan3j9eNPJAVAoY8Ah3py/+YGtW1cvN3V3tw2db57kQ83B4EzrNMeE8pKaTXsfWlqcZMFzCfYus3yEAZCgjCuz3RdHxTGpaPvKnBVZPBeJyljgTRLPiWBJSrJAEgAAKK3h0NSkYMr3pbgFoADAgHel+FBCmJwKRcIeU2q62ZueAvZEwXi7KUo1Au8UMcY4XkRmc2ys8eTJxw6enY5MUAyIz954//q9d61NgeS5us7G1555o7N1mDDRkbT+3u0bimu4K82vtV8Y9+Tv3bSiKiMTIkKir/H1+rr6CF+zYdmWFUssxAq6Tj99cTYwMPgofCgNABBDSFHkWCxi47DdauM4DAA8L1ptKQxZwrGoqilMRzqNIWEuHJNlykyf/uofAAALIpPn5vreaHrj5UMnJ/sR52C6HBgLJzlM5at2it3DdQ0HXpj0pQ9b3YmuHqprIX0iNGOrdljs/mJkxhh97GflCMmKltCibmdYCXdcOtA/4eGDzMb7C4vSPbl2xmGkM0AIEEKKosWVmMsZofHuyy+PzPn4ELVw/qL87Iwyk8ORvybLc8J6/vm6l4eS5wr46Mjk2YHLo9y0Kz5nDVlpzOeaI2NNZ59uMVu5Od5rSi8sTbOlWwAjRBZF/7wfiOOQwJRg0+jpp4+80fRmP+NMuhAZGBiVyfIkwcmVBPp7D505d/Jia0SwspmZron2iXS3hfO6ejpfOVNf192p8ebY+GQ/jE4K6XsiofaWA78cEIUpuy02GAiHJqAvPb080jbTP9akdjbG8j0ppUUVmibPhCZHxicElWEeYpocnpBKRHtKSn5r+5lzz+8fcjinTU7WO6Kx0PBoRNeXJ929Im8pRpQx9R3vCgKEsTxHIpOTzDUnZToxWEEHmmDBno7h8Z6JBEO8KDmtqdnZ2akeqsUTERsG3moVOA4AOE6w2pIBm8OxqKLKTMc6S2Bhbi6akAnl3iNiWOAZCYQGjjcff/XNk1daCDCLSkl4OOpU9AzrjuTckfbGA6cbe4JjjMFMoGHYnoiAp2ai//JrJ8/Szswcy5K8XLMszJw/f+KVxw9bK9wVpdt4jCkynA0MDD77fJSIQACMIQB8demIECCEARCw+dU+Y2zh38WyVkBIFPnoTLT51eMXOyJJd/2/O1bnr1Yujte98rOZi8+84s5fEZOil5XJ0YnSh7bfv/MBR8yp1Z09Ofzm5cudaY7q4uIUnkeaBh/3ZgYFXuBYhjTZ1vbqr166HKHqtDULah76xt2bfq/GY+GxShaWdxR4nmMZpqmprsPPvNoS1xOTJj9UP/iVu7dnr0+2Fdy+pnoi2PtvB1868T9eSMbUUZwS5QpKkdVCCbIKWgYe7Dnb/eNft8xgCLorrBsf+rO7a+6vcPBAF3emOgSAMcc4HOpvPNlwqC6UvnPHg/dtSY16O5964WLvmyeakn2qj/Q2HgNZ3P2l/1611NrV+Hj7seZLo33srCfcdsxqz//iNx8pyg5dPPKT0bbzl3qX2eLBgBbQXLc9sPOLOckjx179RUvTJZF8+ZH7vhHfdKlh/+mp0Ysts5VLMtb/3h0Z+2pjSAfeTIfCI40HTkb7T9cPWuciszNkDjl2fG3bvVW5kQnW+OyzHa2vvtbkA/vSVS4eMVV7b6telQiEEUIIOIlElOETJ39z6N9fG2AAIBa5q+/52td27PHwiEMcwNvzC75NxK7d6roihgAh0Uwioz1NTz155lIc7vyzhyrz12TOqLH2k49eHnjx8YaU6uaemYn67CV33v/FPS5T8+kDPw0Gz48NrF2SsSZl2XR9y/hIzxCo6VGl50q/wmar1haW5VZadQmozowNAAODzzwfJSIQY8AQAoQAro1QaCE24KJF4GhCwef7UkbAv+b27XvX+nI0j5I6cOJXkfqLAxMZumb1WdOc2Ss2r99Ws9EKQJk6rp6sD0RmQjIARYi7BWcZCANRSXgsLutpKStryqwwPD7Q3fKbliQ4k3ZPZYZk5+Jk/vAVA9FJeCwhKxlJldUpNjY6NdDT/ny7l53I+kplvje/cv1eZYLPinSFnEQ1p3GnZq2xOVAJgBrX5sZkIvqz1jsLJX2wf2io4dcNfj4nZWexW7dwirqY0xYinmNxLtrdNRloGCtI2r113xdqNpgBlQ5M6yePnh6b7E0NZSfCcu9Qx0jwLCirV+fsrP3mqnByuTjXPxyebukKzc3VoVj5xsp7xE3RMV/uxJkBqyXZW7Bq85ZtWf7eYMcrE71aRm7Vhk0bw1No5tyZkDwbIaLZ5/Hr431NRy52RHVggURgsL3dizKkCBWoxevIcJRUb96wpqQIFMgd6P/JidNHmrtSModqK/0Yc9pCqKa3wYBRxhCbFx2gBInMnpWxpGZTLAniA83tkeHO8fGpmOZDgODtInbtD/afT8AYEBK0ycRkV30TGdCW1ty+fe8abz4AQIUnkNHROYnSLaOdE7NjDTN1JJa5tizj7p1fidkcKelZWanuKnk62NI1M9U7PO2YDbVOUfBV7dpQuTzbjTVZZ+ritRw1MDC4WT68BsDxvChKCmW6os6nc6WUaEoEwCJJIsfdionyo4KAYaaryDwobtB8tDxZ8wGAjmhSYZZtaHJyjqhoxlEi5fiW5bsLraBqc2IwGpV1ECRe5LlbZv8sYIaxFNDTHEv3PfRI1eZsy/CZX5x89F+PDZw/1LHL7TCt9CCZAQUQOMZhKaB5LUt23//Iqp2FjvELT5/+j+8dGTr7autep9O/Ln1F6R3lOTsJMznUuZGh51peOd83YNdMZhMBawDy09bf+cjvlZc6Sc+LPzj61DNnu5e91r3VV4HcDqTRxbNd8x4Qh/Q4mpuZijvGbdsq0tKKzaDpUdGa5krKLdCoKSCy2oLyO9P6f9N+5uCrnQOwef3WvdWlOdk2FYdje12Tx3obnpnu7ME71m+9Y80SvyXRbPGIaWmpHtFLp6OxRNiZbTMVZNt1KwvMRVUF8SYbB/L41JULx5964dcvX+mijEcq1RKzWnV+vsALHHOnSVn+TBd2A2haTPBkJ9sz8mfnUDA4gZAbIyu8y3yUMd6EJbsVTZr0OZkxFTDPO2jWls25u29/cEqInPzlEy3P1Vksus5hThAlhULkLRGjmhIBhiVJ5Dn+/UQMIQSIi0+ooalBWEGSq5al6imgx6IKAm/u7ruL70FUnx5IjKFu7mD7paO/DPWtuWN39fKlZenJLjHJsTKzUPbXTcHg6a4ssafXKkLazmX+PL9F1sK6Mf0bGHwu+DAaAGUMgFmtNqfbF+2ngUBQ05MBQFXl4OwoIo4kj8tsNlOqMrzoRgoEDAARJACiHAYM8+6BHAbMMcoYpphHnCRwiAeghAChlLF5g71bUZ75TVxJMvtS09NKSllhYZbPx2HIzMhfVuavG6TDU8FIzMolYUQQo0wSTd5kf9qSAkd+YVZSMo8hPS1/aVl6fQ/qn54Nhz2QJoIoWkQAALNDlSPxeBC7l7jT/DgJstO4Un9ebobLISDIzcmvWJJ0dk4ZngzIxc75CMOLVgFY2PqmhDKRIhFjzM0H0UUYI4wZ02IgekqXPfCdjNWRnYNdg80HG/ef/N6hneu+sm/v9rW1304vvFPu77nY3/Ra/WOn2zNqd90jhKxmJAgCBsR0SinFHOJ5DjGYD7KMsMkaDE9deuNnR+tbTNkP/j9bS5OK2FBsvOWFI3yEMqQSgjDi+PkXiTEKgJDdyvuxw25xMMZReMcGAKPAELEmC57cImujOntlaGbzSAIVYY7jBN4kStgJYDGbBAEhoNRisbrcSTEdxgJBRU8FAF1XgrNjoPNJHpfVYqZMvbHKNv/GUmCUAA9Y4DFgoIQyBJwgijwABad/2a7b/3zZshk6fOXNzsZHD/1T5rnqL9z7+2u25JV6U0bK+ZejI7MXu5a13gtRAAAgAElEQVQ0B9N9/qKSZCnVQvTwrXCJMTAw+BT4cHsAjFHK2a1mr4cPEzIRB7MFAEwCi40RoILXZzZbOErZIkw9SBAvsESmciYW4Tpmt+Tlg0UEbrp7OBLqNxdggbhoBBFF/cSiqjEGlOLkZHtObvo5PdIzGdPzAABA1+IJoukcx2MkgogswCuaznl99ty89Do22T2RUPMBOAS6npAp5Xk9qnS9eqRfa5dq11dkLU8K45GGc/WJuqGckvt8BRUujDNTGyJm93QU+b0AQFU1nqCEcbyAFvnsDwCMMN7MnF6f3JES7RqbyOvVKmoFB8THQ9MD3TjbzYdZf0tTN4WMypVf3LSpitq++/gvDr/SVszZ3VWOUa5g6apND6/cUBfT/8cLh44HLy5ZrnJJOqWIUsIwACBKGNEJZZQBAAIEghiOz8VbToYD3IrbH/6dvX6wQQiGuCs9A2cmmEoYDkTJeDiOJQAQRRvMDk5HRnuTlhZ4PGkMTJRp76gDBUAq8phduWuWW2cOd7/yq9NR4srYmuwDAGAw13LxyVcPHxzp47eulHjRbjV7vUKUkvEYk8wAYBYhNk5oQvB6LWYrRylj1xMxxjDmBdEqAGRZXUlZ7JX2KbV1al12jpjlEAHGu99o7GkZhyXJUU3UI+6iTbX7NuaMPjc18zenG4+6G/eU5+UU+r0plTnh17vOvTY6MaFu2pNXlm7mnEyVF+HmnoGBwYfiQ2kAjAGjzOrjvVlLcDcbvtB8kbcUO6aaOi6MZSlZBYU+5DKTq1FbGSW6rmj6IrA0Y4A0ypkFsjKtL9Q6e+7YeawXr1MujDT0DFG/tTQ92TM92TWjKbr2ljM3pUTXVF2/RTFzKQWEdE+GkF5cFDzT3vv6iTo9VuTT6uvPNodlr2dpjtvn1MJj08EgIJfdl5bOZZUUhk8mWg+friNyRRpcqqtrCoU9SUvTLJ5Y+5mmtucT06GZanvhUOjca8d6nUOOjbfn+7IK+PB0ZtHwhYGofLheq/Ci4LnmU1dUscRTkeW2mahO5MU8shNdlYlJsxaWZo/Met9objt98LVcLSXs62puGoyQ3NSMApEbOHfuJ3WXTEur//ALG/KXequ2rwu1SY6ZmXNvnN7fhsrWrX5kz0pbbVbt7FpTn13QewKaosx3LANGdE3XNEIZA6CM6pqmK4rIS+aUzKRoaG7ySkOjmpI73Ri8dL6xmwxaCmUOi2pUnezra7l0IUdPDY9p9W2t4wnIS/FleuyMcQzUd9eD6QoWJG/x2pXF/XMvHTxxwkIzUlaXSpwLTU91nDj+wtnTF+hshaJi0C1uLim7mG+NjlxovSi6VfdsS9uF0fR4clGpD7kt9Kp/LaOE6IoGOqWAAAHmVCUeCQypvEtUPXnLi+Vw24VLx89LsaL1mdNqrO3ob+o7W+S0ewrDY6NdRydcV+7a8lBNjn9L+Zo4FxOdOlN0sHu8+cs90VMjFzqI6/bbUyrynAIvaCTxKXS+gYHBLeHDaQAEKKjWHJNfXpd/LvjqS4/+9W9+YRHkOJu21ezKX12TwqdLmqYAB8ADY4ToKiHzA+2neyrAmKYSk91SvbN2Jn7o57/6m/P7zU8wGjNnZm9b97W9heWm6MARRVEJuebyxyilRNMJIfP22x97mShjSKEpNk/Zjl1X5EPHfvl3h57kJRaTJ+2r92zeftcyyHL1Nj12puGI4vviulX3lKf5lm7b2aG8fOTn33/zKV5E8fiUZcVtazbsWZGRCTsS0emh1//9zX958igLq1MTs9lfWXnHnurMZBfmzJmlO29vfvL4S//8JwdsIqhRCPu3P7S8dncB85qoTBbpLsC86RshuqKASj0FK9cK491dTx16/r8dP2zVTZoNStbsvn/V7atSUkfkVWUnW048+R9/eeaVVKvEJ6UU376vZlmpfjnzyrFnLv7oB995Ld2BBVtpceXta4rjQsPkgGaXCQPEGCNE1zWdUgYIMUY1TdXjiSSby7t6+6XpF1795V8df0qQzImAFhhvDlclry8WBF5K12XUUv/ThtYXzBFNI6rHUrX+/l3Lty/3AmE6MHjH6REDAKZrlLPS7C2r94p/TA89fenxv//WEx4eScAJnJjhz0mtdWAFmxJxBReKqdVr8s9Mt7/4xN89/6RFVONk2rxqy+o11alClknTZeDmT0fmw1fplAFGCIvm0GRv65F/7QqnFld8u6T0iw/S518+8Ou/f/RZ/pd2mWizumVd+W0PltV6kwZfOd5xZP8L7WfP5viwLnqXV9TetiLDk4uZYLO5lxR5HdlJCWt+ZnJOgUvgEkRfzMaiBgYGH4wPuwcATKMOwZm/dHVVKDozc1GbkZmUku5dtWHFqpJcCzYzPcwACNI1l6+wrOpev1iZ7qOU1z7lQ0SiqoJo9VXuWhEW+8fevDCTiOM0d/7WrWtq95SZbOFQehm32e4uTrcLmkYp0vh0f/6yzVtE/xKvlTF4T7LejwwDYLosSZI/Z0fNSnGu/rnmiTBBaRW+2vvWrV1Z5iOMahTxWNQ5DETjOS4la1v1Sj5U91zTaECFlFJv9b1r1lSWZdglcWWtGnDEB589E26etZoKCm/bs3n7rvxiu84UMLmyi+9cu1JMNL3UHSeA8pflrb937colBQ5F0SFBF53Rxjy6ThmDJSUphBdyvU5Hsr9wo7J+4GCkrmecSsy5qqR66z0r8ytSnbq0et0DUyHvMf1MQFZ1Pj07Z+2W4or8KtGVJc1Eks5xzRFdR6acJXnrbyvNn/CRXt3iLsqwIQ3x9qJlqz0+PTvdIWmax5levm4zEbNzk92epC2Vo7GJzuNTczIl1hSTM3uzt6asJjffNXVZFDmv265ErRKnCmbIWrOqdts9K7LzPZIWZ4JFdF6/TZlKbKnL19/rUGIWFDs1QgAYczqSi1fcVVHLbDPduCLZxDQTtuaW1VQFwuPTjfpknJqSUz1V61fUlOXbOAvV5kVM05ye3JKqe3x4RWYSY7xGCEaAMSfyiFJB8CaV7a2aQzNXnidT4XFi4UV7waYtG+/dUZ0F/jzFLYTnXmu/NKAQbPVUVJeuW12aKnipqmIrTl9bu4/HBVzq+vxSF0XAFrW3iIGBwQcEEUJkOaGq2vxaxWSS6kzmd1208W1rQ1VVE4kEYwxhHoCCGpbjsXCc6hSAE7DFYbeY7AIDWAiKihDRZFWNUySJglXgAKFPe6WJEGBMtUQiGorEdUKRgESbw2FxmBHoSiyuawQLJkESeQQMUU1VdVkFThBMJh6jW3QKihFiHChyIhYMyRphwEvY4nBaJLtIGNNic4qSYJzNLFklAYAHRUnEgnMJVWfAidjidFhFu4gAcUyLa7HAXJwkdIQwZ3a4bBaLiCgAIKCYybFYLDSnEAZIMHNWh8sizNtsLM7EgAAwb6Igy5qmUdEkmE0cECU2F4nGZY0h4Kwmq9VlF0UOU0JAj8VisXBMIxSQZDHZXXaTaEYKUaPhaDwaJxQAmx0Wm83O61RR4xoWJNEkAdM1WSY6401mQeSJrmoJGRAvms0cz+LxWCwc0XTKGMKIE3jR4RKnuMCpx3/Zebg1ZccXqrdvyRETOoDFZLO6bDzPETUuyzFZJfQ9kyYCJJlsVqsFC3osPBcNxTQ2H71fMFmdJg5hojJB5EVJQABICyfi0UicamRexOw2i9nxbhHT1AQBURAtEocAI50oajykEk4wuS0mkWNyNB6Yi2lEZQghLNqcVofTwjGBJhQ5OheVEwplgHmby2q12niKAShQYLoSUxWV8RazaBIWQn8aGBjcMppcrnd9sp7osqwQQudhjDHGCKGJREKWFUIIpXT+W0KIpmmapplMJsZIb18Pz+Gamtrs7OyBoZHX3zjh87q3bFxtNpkUVQUAxthHiAdAdUAYW1PdXj7l2kKHKpqsxjU2Hz8dGFAmmhxWRzJmqqbFNQI3zJjyScEYQzqVRIcjPSntqh2VpstKXKEU2ZxeTuSpKmuqShggii0WB+8WGdF0RdbprcqIQijDlLNbPD7vtdYksqqocRUBWOzJTo+IqKxqskYAaZzV5PbmX7tyodkJYwQLNnOKz81fLaauKEpC0YEyAMQR3uVMTklOW2gK0GVZ0WRt3u5tkUIpIAQul1ngOVXWFA0Q7/BkJKUudB4FXYknNE3TAHPInOR1+a99xZR4QlVUxnNWf4qHS7+aGIcoSkIXsdnu5KmuaLIKWDR7HJgDosiaqvOixe5wAxBNlinlva5Uf0r6O4tFYuocUSK6ptudmYUFGZlmAADCNF3WFMQHAn1njv/0tbOjwfF3V8glWlZu/sqWLTtKMiRbij019S1rPqYrOiCKOaYquqrqDCFkSXG701OuXUNVXVHiKqNsIQwHpaJktzqSMdN0La4QChQE3mTxFXCYEi2q6irjzF5fQar/rcKrqhxXdFCwRXB5spKvyiRVNVmWdaZTBggjbLOniD6OEUVWZU2DW5AZy8DA4NPjA2sA6B3BfxhV4wkN5Le+X/BOuhomEBAQXSG6Ou90B4tgAEEAgJimy3pUufYhAzafNFBVEqDO28WjhSs1RdOvZc25VcVHCBgQRY2r2luPuKpIga4ldG3eCHu+VFTVElpYfseV853DdEUl6ttM0BljV4PJAAVdlomiwHsfsXiZL54s6wrSGQNAwIiciCrvfusQAkaZGo9r8J4mJFSJxd+yylvobkJAX+hrYERJxAEtJP8hREvE9audrifkmPxWoyEESJAoVqXM/Aoc9SQnm9SoLuuKBoQxxmEeRI5RLR4PBoLTM9PvrhAx2aJRmRCgoCcSqk7etq90tbfeegP/ExEDQIgQlcQXfFcQIEBAKVHk8EJdATGixuPaOywSFp5DVT2hRd79Is2LOQOqKLGri4XFIb0GBgYfIx9YA3iP//HCYPqf/eyDPucT4Iau1O/9/BM8uLixg/e7P3+fK9+3vIs46s/7845y37j3bvBCXv8H77znu9Lq3ODXjAGoCtiYs2rtrqVVGm9xmIWEShfOUQghTIk73Xnbdv3XFWsU/T3uADzm7K4Ut0vREAP9OhL1rr7+sCL27vve+H1/n7t/Zt8WAwOD/5Sb0gDi8fi1pT8hhC2mSP/vA0JoUZUTLcRzXURFWmx8ZpqIUYo4EDxJaZzAEVXWFJWwhaMUyiiiTBTtGVn+fPH6v9e0hCLLGgEgiz8jo4GBweeUm9IACHnHMMXzHy2f0CcCY4xSijHGeLGEJZoP7IoxNsb8GzHfRBzHfdoFuUko0SjRABjmhfe+ZroWJ/r1f8gYAyQInwFBMjAw+PxyU0OQ2fyWd8BnZfbSdV1VVZ7nRfEGy7BPFsaYoiiUUpPJtHiUkkUFpVRRFACQJMloIgMDA4NbzU1pAJ+JRf+7mN9JxhgvngWlqqoIIY7jjOntumCMVVUFAJ7nPyuKpoGBgcFnl5ua2k8Yw7GBgYGBgcFigr2HD3oHYzFqYGBgYGDw2QNd5Zqj7gdVAj572/sGBgYGBga/PczP65IkSZLEGNN1nRDC87woSvMxAXVd13WiqgpjjJAPELv7OhqAkJmpDQ9/bGU3MDAwMDAw+OAgSWJs3oMM4vH47OwMpYzjMGOgabqmafP+U/PbAIIgSBLVNO3mzwOuowFYd+wMPfrTj7UWBgYGBgYGBh8My/btAMDzAkLowoULR468yShL9adKkoQA6boOCCRRstvtDofD6/NJkoXneQB2k2HsrqMBeP/yL0c6u22njn+8NTEwMDAwMDC4SZRlyzK++10A4HkOITQyMnzqxAlRksrKyqxWK8dzlFCMkdls0TQVgDldTosFY4zpe/OR3YDraABIkqa/8a3Zb357z65tHve78xS9jd5I64kf/KizPZx95zfW1aTbAp1HT/3i9ZnCHcvu31Yx8fQrJzqeTaz/wsbqu8qtQPouPPb9s50a2/e97TtX7Pbf+K4fE5qmybIsCILJZLrpH6kAV47/fy8f/Pm48xt7d3xpuR/ajn77lYuDpuK/v7tmaVGB3WGTgPtQjhGMsUQiQSk1m83Xc1AMx8YP7//OP7x62c49/L/u2udfOlHX+sa/vRarsqz7i4fXZyxLunZlVJ499sKf/f3L5xD9ne/uuye3aqap841/ejW2wrb8S19Nabp0tvEHzRmbdm/+/U0upja//tfN/YGcmu/fvb3CobQ8vv9P/u3NSEXSt//+nvVcTueBs0efPi7ekbX5j76xxpFh/TD1+hihlCYSCQAwm83vdZj84T+fOHSy974/WH/flsJPu6QfHZkNHHjt8cP/+wXeuXPzw9+sLZ8XRT0A/W8+dWTiYHjVFx7Y9icbidp37J//5XLDdMa+r61fm+uY6zt16rGDY6nVS//kv2zJ5sWGxw7+33995nygeYYPz9Te9d2vf+u/b10BsCgiYBgYGHxY4vH4mTNngoEAdjhgIVQa8nl9y5YvdzgcxcXFksmEEKKUIoQEQbBYLGaz2WKxzofCu/kHfQRLwHhInxlsp47x7OrlK5fmmSHPOqG8+ZM3E609wTuLkleu3FzusK7eusybZwaAnNS1B2Kxlhcnp/smCfN/uGn0VkOBTQcZP5u+tmbdjuokBGpdxORRCqtWb1xZeUuNJhOjck/7ySlvf/r6R3at2VOETEXubIfimHKFU2y+t6drlse13rbT487O1FW/u33dvmLJWpyc54jaJp1hiRNHL0/EFbFs24q1tQV5AJDOb2g/0twzMBkbdYZwd9+xSG6o+Lbf3VO43QeQeWeSx+aL5OEs0Sbcytp9HHA8FkWOw4vyxfmAEGWm/+SF7s6Ac8ODW+7bvjvPLS18kwc5pjutw+7x5NJ0CySG9Mm+dt06mlldXrU8zwXgDilv/PhwzNY3QSpT+OyUspLbHthXNJ7dPNp21O7SCQAYGXwNDD5naJrGGJSWlqWkpEgmyWG3A8Lz1n/XksIxAEZZIiETQjiOu8mEbx9hWgtH4jMzujOT91shzsCMdBXZ0jCbDU+FJbJ026ZlsOltVWCCRbSaMTCiL4ao73JieqintW8spqlgxkJ64fKUNM/UzIm6S62tV5RJ+2HdOqnFhhpPTIUmMHn9lw7YWJKb53HeovRocyPBvuEu9zJadtuqQmQCAHBLyx/e9t4rI2Nzvf2djlK1csfKYskKAGDjK35ncwVAfDASUhUKkkkQF3YZ7Cl5cfvMWNPwbD8dtw8H+nLX+2vX1/gAAEDMd9fm77kV1blVIABOBAB9aqStp29kNsyAccme5OySZakeHgAIRPoGBoY6BhM64wRfWmp+SV6SaEcyhHo6esb6xlWKeFN6QWZuVp4lLs9FhqcSNDqWiERniSRlFae5RMtEx8R4fFpyOLNLCrO9yUiWJ1p6ByaGQqAzAMCIE7x5FXm5/iQcCs6Gx6djKD4ej8Um45hxqSmZOUvKvY73q0VcCfY0NMZG+ZI7Ht64pera9A8AAGJ52brysvm/J0PR8SnFnsL5rUihAJgoyJbG4Ql1aiIaypNKsmpXPVS7CgY6Drz2VHMXjsnsBhqAHh4autgxFFUiDAFw7vzy7KLMDB4QCyQm+9q6pydDlPFme25pfpbHT6cm+wLjMYu3MDPFJ5mBAYSDfWPjYzLzZyTlJPk4w43YwOATBwOhNBqNapqGENJ1omk6YxQjzPM8x/M8z3+C3oDRSCgw7RSzLT6PyCMA4CSTOymThSxTs8F4wg5vP0BQhzqv9PT0hl2bHKm+T30DQAelufPN/T/+4eFzAUUFF7Dau/5q65bV0f6nj9YdvtyuSoNDB9+0UCLHZuaIhlpGesMh+sCDeZ7SW+RAGQnPhqZVW5LJbZWiCrh4irnrD7LRaCAwrVgdJo/VFJfBKlB0dWFsMtlSsk20e6qtuasnWc1N59lAT1dfS9vMAJ0cR6NaNEg9FotDFFXCOGDcDR6xaEEcwhwPM4negy//cP8zp/omEQArzq668+Hv3rUzz+lMTIXrnnpx/6HHT0cIIzhn7bK7//SbdyxZIw1Mn3jsV8+cOnA5AZSKyx/Yds9936qcnG5tf+LFIQg2JIJjl8MCv+Gra4qSii7/6uK5oVOmTP+u7zzy5Z13JYfnGn9x8Oljz7WhBF0oRv6+v7j/gb27vM2NRy/95tCgOXEhHJmpH0aMLS3bdu9X/+r2jckW+41qwSa1md6OqGvcXH6bz5a58CFjjFFAgNFbR0TxaCgwZRdSM5I8JgEDACdIbl8GzNimZoKxuPdauyy4BN+QwaH6557922den45MAACwnB3f3vvVb9+9FKVMXOp8+bEfvtB6YYgwZHZu+YMH7l9/r6/p3M8Pv9TmKv2jb+zenV8OKsQaG37z8rOHEp57Htz79SSnGaT3eZqBgcHHyrwlYGtLy4EDB4CxrKwsk8mMMdJ1ghCYTCan0+Vyu1JT02w2O8/zjNEPbwl4s+iaqigSRiZJmj+0RZiTJDsgUVFk7e0pUcmkfPnAC3UzR0NLd+WnViV/ygoAic+NHP1N3fFT/Y7KrHJ7rhYId7Y2XbRPC/nV/uzS0sTgmC2jLKssk2rBocZL0TmUVb5qSWmO+1ZtAAAwnQGo2e6p0a6Xf/kXYyrWIo5sccW+u9aXbUx/56U6o0zNdk/3DLz29F/9/NdICVvTxRX79qxfui3LgfK2Vy2JXGr78Yl/PzT0QiYGapkcHZPSY8DJcVkU5FzHULDu6X87PRLAoCSVO2r2PLgmu8Jza2r1MYMwj7GozvTVd7385KVJM1Tets4D5uH23tkTTx3PN0s5m+SeC/tHB4fzKu/OzKYdl48PNv/80LnMWSE50Lc/FFYq1t+f5Ju7eO5U67nHHCse4aI9l5uODtoK/eWrC2rHrrReOl5/JY8WLsne7I2OzFxp6WiqL9qw22Pxryrb6NLLJMoAIEhmulqnhxuPNJbUdg1ebmg+NpG8KrtoXeVtkzLr7ukaO/bEyXyhumxH1o2O4xNUiUbAnOBdEgIBAOgcDJ47fOz8C/WTDAsmW46nfO32rcurONCoZsIAV0UMMJYkO2BJUVV9wdaHASQSiqpRJlxPCyDy6MjJx06/2dBmW55SYKqwaQADYx31F34oOL5W6hroH3iJmtLW76jhUF/j8WMnj+jOgoctumlQnjxT33lbbm1+uSMOw+cvdLceChbfwVuNDQADg08YjsMAKBgI9vX2mM0Wn8+HMOI4nlKCEaaUMqDAGMZoPvPczW8EfAQNACFAiAEAeyt7+dUzibfNlOpk8PJrR1+uq1NL7avvqylNLrR8+Gd+LChxpeHocNu0f+W3/vbObZmr1KaZ4//+p2+ELjea7t+5Lim5YOxM+vav3fb12/Toldf/4Z9Ge9Gyb/zF1g25zluYYADzPGL2xFRsMH5h9EqcqOP44lyXYuFY6e5ypxlE9NaVHAK7PCMPao0jnaqeGEOmua4EBrb0ruVO38rqdaP62JGfH2k/0zsCzL88jzfluwSrwIATmWaLjA52DZ2buBIANsV3kAEtzXxn+rocpwSLJX3CjUAcj1VeH+5qu3jsTFisevj3Hv7SHWlga/3+z1+88L1zrfV5fIVtpL01EeEKq7ZvrM7YutzT03Au7tQnRyemLl3UWGlV7e7qcseGInN/R4+MgEZksJlT82975Et/XJLX//xP//zFQyNi0h9/6+HtcuTNg99/LDp3ZSRyV56/+oHtReNLeieDKtFhUh8xT7wUHGy6PFZMNMq5nNnFu3//wd9bWaWH4fw/fv/51p8cOH9a8K7LyrJcX2VEgDBGDANdkBumQmR4pLPx9KkuqkdDsWy0zOwuKCrL5zHPIfaOOF+MMWDsHSL2fsjybFv9K6caRnxZ3/yf+zak17gUgNYjf3fw/IX20JRltHN6sFVwVdWuvrvQH1uT8dP+SV6gnhXld6yIyNMHJsb6e1RtSTBxuXdW8Cbfc+fqdcUlhp2hgcEni67rACgnN3fPnr12uz0nJ0cQRcYYIRQh4DhekkRBEMxmCyGUEHLzcfw/0pb2vK7xVvABBoxRAPY2GwSZte1/5cDRnzanp67f8/X7alf5P307bpmaL8trQw7YsTRluQXAku5burTgzNTMWEDTccxsxqLZYrEDaDabSRIlAZktNtMtnSARpprChkck8G/Y9/Uvl9jwRNfrZw+/MnXO/FJh+fYSyLy264qpprORYUn3rrn9yw8td3NTA8fOvfLGXJ14oLjitqX/P3vvHVjFeed7/6aeOb2fo3PUe0MNIQkhRBMdbMAY27jbqZvs5s3m3eyb3ezee/fubnL3vtmSxJuysZ3iBjYYG9M7CNEEEkK993p6P1Of+4cwxtjYySWAcObzl3Rmzplnnplnnu/8nl8hMjKX1DxrstbFp8IECLjY/uPGyREXF0FaLBpGoxM6TeHiZ777FRsmDl9658L5nZ3nzUdS09akgXGO54fESFwI477OoRmyU1pVklO8NAU0AJBfmHXNnXwtLE2gWLlalzE8tf9i4/9sPLrqxfUlm56tY7VOKtS7v9/SdOBMyzmuKXft8xtXPfrVbV6F4eqhzilFsiU9MyWfVjA6FWZJ15J5ualWJzEzrqQJxCKE4wQPMDJ8dvevf3m8MchywKJYYNhfmlRtEyhSMiarM625Gc5sACB1UFKcc2zSeaDPWzY6DCnZAJ/mYTlrs0fwYSJvDNdBat2KpwqS66YgeOXo/un6aUkKsxJgs0NJuiGyPxxiv2/lJDQRdw22eHP8+rLVJfZSAwAoAEqrnzFmrApBMj7k7nEzx0+/1XFqeGXlmsfXPV/9sFWlTTRrrVWB0vDhw55QX/ewIzzZzjKife3SosJszR/pcsrIyPy+CIKAEGRlZTkcDoIgGEYBgPG8wAs8khAAAsBmBUE0GpMk6Z54AjJKjUYXmpQiobAomgBAFLhwaBKTFHq9mdECSGOx9hNvv3PmnS69oWrD4xtqVmXMiceHgJgZqljUial6ngIaAIEu0aaM22OheAj3snYd26AAACAASURBVDzPx+LREIAQCsdZjuWxWDQcF62KuygCSEKjNRLOPGf5uvVbU1MBoATLddW/MjN8ttdXlmz8SAGQuFatJxwZ9qI1ax7LysMBfOr8mVOvjA7V9/mKsywZBqMyrbYkDUoAAMRJ/097Ol0aO2U0GtQhG5FSlrZk4+a1ZgYAEidSfVd+6x25OBitcajmvALAQWQh7PfH1V5lpsVkTpr9XGHS6OxOgSO8JJlSseTr27Gk1nNjXlfHwWb3iFRcXaAqKylc/NB33IpTo1dnAqHLuy9MD4vFOcUFADoDabYb1DgDPjYaj6itDJ1gUfAAwXCM5zFCr2Pj3rarF47V77rUI5oVSbgNi0GUimAaLUGQAEhrIq0OswpUAAA8qC16oyORjKlFXrztmpGR0CU4sd5QfCggQhhAiylAn5FenJFeDAAOKnJ+8gCjEARaoVBrdCERpkNhTrQAYJLIh0NTINl0Gi3zey3F+/lIYBqyJWNRpkFQXB/vhColIz0FACB9tUeFx/SXA12BMXf9m2dSyv0LFlammay6cmd6ICfSxAyfbstIuDpik5Tpy3KMGb9/aK2MjMwfCRwnAMDtdnd1dYqiqNVqCYKURIkXeECIIEmGYRiGUak0GIb/QYVV7+Cpr9Pprfb4VdE95RPwFADAJc434QYuJTFBZ6Bj0Y6zZ/Z88GaPk6nc9r2vLqo2zZXVQwLj9eJQmEUzkRrJCDgAhN0BNuylDBgBDPD3oU1qgzUtI2syiVXQpASAA5Bak8OmiNKuWJTnjR/tqdRb0jIyx5O8jILmABgAXGN02Jmghg37YlPII0KUtiZogQIAvq2tPdg3aTHX2rMyNHoyKzNqM5MfemIqDSaHlfDgkQgniPd7bebzkQCngDGq6ZCG6w+GCt2QaAEALhiLeN2YxiyypMAoE9cv+7NtG9XRmeP/9NrP//PlXS2V/+/z1GP5SYXPPlKhewoGhj74x1/88j/+872qh/4yQyQoCUmYKCHAEQAmCZLACxICwABwDMMVKk9geuzyr652ePKW//ivVpXrs9Aw6j3yT7+Y6fCJEgtSNC6FYhwQCACAgrAvhLPetIQsmynhdqMLsyosufNTjkfaWi5c6FebiuoMN7Slh+3p7O4c9/BansCUap3RmsDFJNeEl0fpAIAj3jfpQjFjgk2vuS6nP3PFD9PTjNoI/bHI8FSkIld/fa1HDPnDgRhSUyyV61iS9eWHTYT78JU3//+f/eL4qYIXXkx91pqTZLA6KqzjXUM9x+pL26NJpRlFaTr8M9KDyMjI3CVmC6Z3dna88frrGIZlZWWp1WocxyVJAgxTKZVGo9FkMjkTk3U6PUmSkiT+np6AdzAra7WU2WKJCPpJb1QCABD5mHfSKInOREPY6D139t0z/3lApSha9dwzi+fO9A8ACixSACfUnuON/ewAAKCQMNDaF3aPWkwKpcokSThC9zqoWp+kSMty9kwwp5pGwwAAKDw90jsaDfJmg+FjOY10TkVGjnPApTp5ZSwoAQBEZ0b7xmJRwqzgoevd93b+/G92tZ2eAAAv9DScbMTOzpTYMyzZuWlae6L9Ui863zoMAACse2Kkb1LiwGxU0nM+HwBIokRqJFNusjGSyR0YHuxtDAIAwETf+PhAv5bBjCHx6r73/+313+3qHDYk56z7s41rly/SDKmmjp7at/fn/7LrvZPjfkdZySPffGhxQSnWE5+eGfMTggjYjbHysTUtAAAM5wReCLrUGJGYPs+Yg+M4YSUUEg/cJIbFMYx0BYVhly8mRAEAJBjoGpkZ7rfowGIyfuIMPgSnNEklS1KT1e4jv9i364PuD4twSOC7ePSlt3fvbOgOs3GGAkpNWyyWuKif9MVEAAAkxryTBjFutlhIzS3raZ8+3pOUlpQCZbPKdeRCb7zv+j6DLTve2PG9f3tv7643du7+5Y/2n+hi8dy1NY+9uL5Inx5vd7kiEwAai6NoHnj76t/bcaQDqbXzChPu7lKYjIzMZ4AYBWOxmJOTk1NSUpKSk5NTklNSUlJSUhKTEm02m8FoVCoZDMP+oIDAO7ABkDZFQnG18f0zra+89uOLDSZVcLKndSQjaeXSYp0fb999fO97+66kFKWe7Tg4OhkXRAlhaqspr3p+Xlq++fN//u7BKMnKKsZz7OqpV/596IKpgJ/yjU1N66prF2WnO3uuXQwFg/EYLwFISIxHw9EQzvHSXc5hoEhQOIqrkrrPXnnnlf+4dtKgFkYbm9vMpsqyjXmqBLVr5OLgcJegrcxMzrdpHWULknvjDXtee6m93qKFyeaWZq22snhjgTEpRA+294yc+/c3ugs7HBNS85lj3kLFgodKs0wWHR1Iyq227Dlz7Xc/+tcr2RQEOs60DqWkry1YlqnQzXn3rngs7g9hUSKtOn+KKzm9q/Gdlz1DV62gHm9sjuqzFxYuLDZp/P1szwfHT50859pQk6olwzZNlSk7LxmLzcxce39PR3392MpyI2LpDNtCR55Tx3eHeoNMhJcAMCSysUg0FOd4EQEIIh8Nh3hFQMdoNaU1neGmhg9+HL2qojXxUbH33J7LieHchTxBM9pIPDh86c1AtM1GS3Gxp+UyshYtyivL+qxFFYzQGeYvLRnhKkfaevfO/NCXlQ1AAIeCPSNd02OCMhLhRJYVwEjYSxeadgWvvLrzpcbLNnV4pq+1P8VSsXBJAmH+6ACiwMajgQgV5YTrn4Sj7vHOE9MxVYJzcU758qLY2c4Lr/7452f0GXoWoLfzBMuLaZU0TYXbx+vrz0801a+en4N83sSiNENejk5BA5A6Q9L8FHhTmGieSq/Up5RYVLIAkJG5HwiCAACZmZmbN29RKpVmi4UkSUmaTf+HMBwncIIgCBwnOY6XJOneeAJaGXvFkgWHXH37drx1bp+IS7SVL3vm6wuqS3TuQMCHtLzVNOK68M5vr+IgIgSA2fKzNzuUlvusAEi1LmfjVm9EbPzZzmNn+WNgEtPXbHlx7V+stSXz3jaV3mbT6pUkAOC03myLJGBqJXm3bRhqRptb82xhWNHx/q5XjkcBKRK4BU/9+ZKH1maINOlquHjpzPsxp1arzreblHkLnyxi6Y4P9vz2eEgCyszN3/6l6lXrim2k+KhWIVLTP9p59NRP/ALiUeKGFx5+trYygcIA0yUWrPhK6+hbe9/5+YnjAJIul6559pHFNcucQM8hG82no9crbBa1itAl5tZpNruv/Wjfzh3nmwnAVRXpa+v+fG3F6hQlHVZvfqZr+p1jv33rpS6KpNOqSjZ+c3VtfiXRUS10/MeuC/t/2XqZxJVFj654+PGy0mlduGfSoVErSQACp7RGqymBVSspHEBBq/RWu6BRpZgttuxNjaPe4z//3YUoh2GSgAQ+okzPt+stanE6ERd0E0NHmgZOSROIQvqa0i3rv7GhdJHtsz1eCdBWFD2k+we98K9vHXvzJwcoAAx0ZnvWsk0bVi0yTAxYnBjPg15prqgpPzjR8/6OXRf2C7hEmvjiJ58ur6m0UDct29AKrd6cYiHNaua6WS8ScXc37WzxWItqVqws3/znJPO7sX/cdaw+sg9HALxj8VfXP/2NFVWUdUyXz3f8+8HD+//j5FFCaax5fuPSrQvTTQkAQKsVGQvyS9etDikyi1Nzk+QgQBmZ+4MoCgiBw+m02e0AgOMYQsBx/GxtQHQd4Hme5/nZwsF33xMQcIwxp9Zs26jLsfbxAR5hjIXKXbioWKXSmFDZs5u/s7LYJ8UjbIy9HrqMqa2m/NS8+zr9AwBgCsJYXbRG9yWmfGmAi2N6zDF/0cLsdIYApmT+ykRruSYxRw+AFPZFG56IhsCYbWbu9uMPwzX0vCUVmOFbyYO+mASqBDp3cW2RnSFFAEtKZcVinaDLs5kAMKDo/EVlj2n+3NnvDovAWKncmup5KQwFQGkdxavXA9KXRgaDBFDq9MplxSV0AgkAgFM2ReXa5aRTyhmPI8ANmZqC6mUFFsWD8GhfvCQjIy8hJcOMk0pj0aMbv5SaWDPpkQCpC5KLSpel65U4gDErefULTyRUJLf54xIQ9tzU8pKiJIUGK8p/+GvPJy4r6Y/wCKMzqvLLStMsfguVpstX2TKMGGCkZeGabUVVoinbpgJItOWtePIFRJhSErQqTfm6OsyhWOAN84CAAIpR6zOSsvRFxvbRkFJhKy9YZM5N00SABENRTlnxIqdG+fknRBKGPOuKrdtVOUlVbgEAQKk2JBfVpDG4MjQhOtNMFOCAqxOrH1mvSTX38j4OYQojlb2wfF6yhroxvDEAW2LZkg1/Nx9PTnBejz5Qqyw5Zdv0MZUtVaFRETlZNY9v/XZyri/mRQBA2kuXFlWbMhSA59ZWP6Xk84b7pzgRZ7SFS4tLEpya2cleA7baZS+mpK/F9EU5qbSsAGRk7gOzU7kkSSRJKhQKSZJEURRFUZIkQbj+hyRJoijxPM+y7GyxgM92EProx0VRjMdjHMfPOhAyjMLt9h49eRbH8c+rDDSn+b+qDHQX+bzKQDKfUxlo7uGG8X3//q/tB/vynvnbTc8stHx8azTiGhps7BkKxEK3fpEhqKTM8qysdKP+XrVVRkbmAWK2MpDX662srExNTYnH2Q8n+utv/LOBf/F4fFYBzG4VRZHneUEQGIZBSOwf6CMJvKpqYWpq6tDI2OGjpy1m44ql1UqGYTkOABBCczwCTEZmzoIBzqi0Gr1OQeMg3epVGwyOnD350msf9E0P3fpFC6Ndte3vHn8i3ai9I19cGRmZP10wDD4ZcfwHhQLCXUpyPxeY7Yg/tDvuHjdaMneaNNd40LpIBbqyRWtTE/36rCTmEyY3tcqaP2/tQ+JM0H3rJg3JFMxPM+nl6V9GRuYOwLDrRUFu8If+wucrgFkvxAcOQRAQQqIozpH2f+isgQRBeBBM3PeBWQMXAPA8/yB0EQ1MzrxqrAgQkqRP3GcqTeLiZd+qXX6bLyNJlObIrSkjIzOXwHH8Dy3x93/NbRXADVeC2aXZB5HZ6VYUxfvdkOvMKgCWZe93Q+Yus/f9A9JFOOAETeEELgmcKIi3BIziOEFSDE3i2Ce0DEJIEDie50XpcxL6yMjI/MnBMAxCv3fm7zvj820AsyWHHxDD7EfMvlDiOD533O5mX/kIgnjgOvPeMGuzgQepi5AkipIIgOHEp8SLSiIbv738xDCSnCu3poyMzNxgdra9Zw/A2yoAhNCsk4FS+XtENs09ZmMBSJKca7EACoVi7oiSOcWNWACGYR6EVQAZGRmZuwLHcfdmIeAL+5yday+RD5qb231A7iIZGRmZe8kXVgHcM0+K35OPSijPsYbNHeQukpGRkbmXfGEVgIyMjIyMjMxnICsAGRkZGRmZP0XuNCOQON3Y39neNMgHeYQzZiqzvCw3pdiCAwBEx7w99Ze7I0MBBJjCUb64oCgjnZrrogOFBiZ6zzV3cj5dbmr+/CymL9R39doIKzgr8opLci2gumsngCbP93Z0NQ4KEQlTWlMyqpYWOBWfXmQ22jfRc+3cNa8vjjBtgr1kUWmmOVkBAADhEVdvQ1NPdCQgIqCopOKk/ILaFOX1yq7c6EhnR0PzcJQDSZuiyqlcVmBKfBB8PQf63dPuSGKGOdGq+aI4UkoQ7eq43HmhyyPOhgViDOjz8ssKarI1N+4yaaZpsOvalUHezyJMYaQy5pfkppXZCACA+LS/82RjT2gwgAAI0lnizC9amq5QzvExJiMjMze4EwWAEBsYbdixb+euN1tIv4AhRYKw4OkvP/lw4eoEQuI97SeOvvHD1+vZrgAGQGQ+9Nebtic/Wkpa6bns6CX5O081vPzf/+sM6S57ds3jzqX+d7t3v7JjkCKWfe8ZS0mi6e4oACSIoemuY6++vevI7nYyDkiVXLbwqaQnN+QucRAfP6CE+HD0yoETu976yYkZTwyQPjVlDbywde1T80kCk4J9DQ2v/+NvTsdb/TgGuJDx8PzNTyU9VpxrITBxWmp598jre3/w/jAigTAWKGr9wvYV20qtDInhc/iqAMCZ032nL46sf65io/X3qbsz9xHFUF/43K63Xj/y2vmpD8ehBhJWLN22hXlqwTy9QklhIETGL+7a/9Ybb14l3RyGaItQ9vQz27fkr3fQIuvrPHHqrf/1xqnwNS8GIAkp6woeetr2+PwSh4KY21dTRkZmLnAnCsAdn2k5eznS7q+o2FSQYlCGpgc7Ops9V1NbSpn8+OWGkw2/bE5SFBa/mK8FcXjg0kDvr0+2f7eiLGPOlhsSACaGm8Y6z9rN+RWVG6rKU6Y8H0wN96Zlr1uUs6S4xHrXDACRHv/VE68emTodXFj1WH6WNuIb803vPn0VuOQvlyYBKD7a1cOONR3e2Xa6OSFz7fL1Jjw01tN9/Fgzri9IKy/Ujfa2DZztzjAWZT2XYyel6Z4LM/HGUy3ViQaLTTPV2PzbHecvcPqFLywqxh0z7Z2Tvzh2yB+XntlSrLbN7XnV54mOjPkDEU663y35YyBB5ErH/uO//m1Hm3Le8i9tyAQgAECMQ3C6q/PAD38R3ra+avt8QvC1XLgcaPGUl64vTDWrIu6h9raW4LW0KyVk2syxk8eO/mYk31KR/aUkFcB0z8VW97lXT2aZsSU5pfpPZAyXkZGR+Th3oACEaW7yaoPbMZX76H//bl2lBYsPHD3+w/990dV4eXKBg4kI6nTz4k0bH6l9vlwLcHXfV1+rv3K0azTTkWY0zFErpQQwPumlXcpn1339yefXWEA4/GrYKmV85cXvP7nUcjej+CVO4nkpeU1J9dLvfqUoj4pN1u9669snXU3KrkipUf1xBeC6Vt9GjCm3/Nm3H384kQq2vrn7Oz+/2G++NJybYuvpm4pe0T627cnV31iVADDd/C9/e+xqQ9/4mvwcmutt+uB8ZEy/9vnvfX97KdhGDl49+PLucNwfl8Q5733PKCmthlZQc/TW+YNAUjB09fTVYxdOBcrKtz3yNy8WZ1zfEofRfbv2dr8xHA3GRRB9wtTV8y7LWObDf/+XKxcnEvzYmeM/+MEl98Ur4yVqNsgyicbah55YVbU5BwPwD/76W+8fbWrsGtZnZxXr8S/KWomMjMzd4g4UQDjEe1zTKr3fbtHSs5WF1VaHG4+PjvlU3sIlS7cunCfqbXYVAABodRZWaQoHo1zwE2XU7hdIFEQJIcAwjCBIDIMwco1OseEJu5nHOAQTkYHhYYXoVighyuKguotNUWcbym3fyqFBZUqlAEDJqBiDw+ei/F4/YtU3v85hiKQJh15FaQyUAgB0RmdmUagbvAEPG2VdfsROOyykTgMAAEajPaa1zEwFoqHePnFguslUg81fXpsPNgBIWV6yLcvKqpFKZZ4TaZM+BwzDAD5MsjtbDxMBYASO4zetlCCEJFGQEGAYgRP4jcUNhCRRFBECDCcIHL++FIUQAiRJkoQAxwgCxwAkQRIBYRg+++9sDv/ZYwEAYIBhxIebPvwFUZLQbGOImw55GxAfHr92enA0ZKj76sa6jQUZH21iIHntuu2LS8K0zqiF8Ag3PTnJqHxGi1pBAACl0FgdHiwwPBXUCAWbN+YItaTdYZ49niE5LTUpfeo0F/X4RITwW4wASBQkCUkAABhOkjctE0iSKEnS9VMmsNm+AgTYx9IyIQQISYBh+FxexZORkfkDuAMFEAgGXNMKtcnsMBAiAsBEoAyJZhiFCVc0gFsLbWC+sXNkanomNhpksklSef+fHwhgerq54cDbJ6+64xHMgNPla58rnp/r6vvNvmP7Wy8HDO6fnL78Nhf3jjV3sSGiM/y9maHnVi5bk5M6a639o0OoKYM6/aPVEQ/rcQ27MG8Ko1AC9bFdrZQ5PcPQG40MuaOCBCRwrHskARxJNjMveCd5Lm50GFTK2SuLtBajxhby+sOjnSP6ac+0szq3qLT4ukmBwUzZiXfjdO4WOADFgAjB5tM7jxy/PDAlgUTmphUu3fRceZGWACmKhg8fO3X+/XN+FpFM1vyilVvXFBtTCTffe3DPkSsnrkVFjNKWraleXrva4QkMj52+6kbulsDMdG9cpV74UGmq1t76QVuLq02dmFi7df2ygvm039/8xpFTzfWDEJcAgMAoJmvFkytWVBUrevs7Ri5emyH9LT6vu9VFIGpeQdXSh58qzvqMgYXcnLv7yiA5qihZU5tbbbllV43apMk2AQDAaMA/NUUpM81OA4UQACYh0uAwY3GY8sZjjMNuAftHX4wF/P6IL0xpSIa5RYTwoYEz9a/uOzcTmpIwADJ1+WO1G5YvMgDNdk03HX77SHfbqIBog23J1lW1uZV4Z8uhjivT5qyNS0rnmewggjTYfajxYmOQqFhcUleYq7jlnpSRkXkguQMFEI+GQgEdiet0utkXCoKitbpEhGsCwQAbtQIAgIQCYxPjl/qbzh0f1YSTFuWkGJPut3USibHY8NGmg7t27R3oRoiRKN7fH04JTIgKsX08ODERirr6hUnfEBLZsNsjcBjfJmQWrgotuAd1XIRQbGZwcORE/Ymua3h5TmZJgQnTfWwPk8JWvKj0In61s/nwe5EClaa7uzW+xpGxtCINVJ5pkeMcJo1GOftSjzQaG6OKhSLxScHFiEGzMYSm2xtP9gEJksqqSEjPsSt0D0iNaIwgcAq4cLvr3BuH3j+/tyssKYAIt1/rDnElFmqBPTMyPHLg2KnDF05PYyrJ62vqvzzm1H1jvko/MPb+kVMn2s4FcCY+42ln+ycp58aAp/XqW68OkNiIign2ucOhIa4jNanEfW60e+QsryO8qWprcnYhx7v6xnpa2npIVgIAFrHhXjEL1HZrZkvLqbOv7xjSa8dIVbxzBKFAZ/d0nCuzPpqVkKW6ndT1CIHJcWT0KTOMJOgAAHEQnh6bmBmaiSGMpBmd0mx3JhhNAheOBHUERul0FIkBAE5SWp0TCFUgEIiFHGC58Zs8eM+fudR9uleRUG4tcBI33tORFI1NnWk5vmf/3suNHBslJYBwu0cZEuzqtUb76LVrbx86dXVqKCqhUDDQqwgEkXHBcM/53Qca8GR7siLHZKfi4D5/7vCeX+xnCpnc1OXwhXDFkJGRubNoQITQ9frEs/9jGIbhANisDREAQIpxvQdOvvHzl097XSnf2PzE6tIk7X13A+TDwba9By9dc+m3/M3XquzzuV7P+YNvjPR8cLHiqyuWrdWmhtss89eVry8XYyOXd+x2T0DuxidXrarJvFsGgJvxD0ye/vmvXj94cDIzbc1TC9YUZwHQH9+FVDrzN1SF42+ffuUHO1jebFlStfnLK7bk5zHT8TgrIjR7GWbBMAwAlxAICFfTQio52He6999/e3USg5BtvmbF83/zaNWG7AdhDQBwggSCCAy3H7u89+RMwqq6R9fWJYCma8fBa10Hj1+xGvKNqOfiQRQlHv7SP5cXU50XX20/3nCuf3lcY4l2HtJoM5751vdz0iIXD/9squ3Y+Y4CbcQ9HZmIWldvX/NE2lOjJw/8rrP1Ah576mvbXgzXNl9+9+LkyKUed3FhUtWXNqdsWRgCCTCASX608d2zwd6T5wcZj39qMu4SEla8WPdI7tdCYXT57Xf6mt/dV2haXZO1QH+bE0EIiRLgEoZfHztSAIaOHHlr30/3D0gYTjB5poXbvvqVNQ8ZCYzECAD8xhi7aYh9LHGiv2vyzLv7O7Em3dqvFiQuMH+0zsYH+1p3vXL6io99+Lvby6zFBhag7cKrXaNv/OqsaSHV65quTyvc/Nj2JTpFz6m3/2ti/PhgT2Wes9o0b+JSx9hw92j5MkcQ9VzriXHjJcs25qfn07IBQEbmC8IdKACEACFsdo758IVj9kH10bMJIzB1gjWtel7M44MJlftYz+ByPNOSdl/dzuMsdqnLNCyaa7c++mgZbYUCSB879+vYpU5e/0wqJWqdoaTKZRvrKnmYxq41j5DY/GUbyov098R2QakZa1Z6Yd18G2siGvzDeIepJtMONx08KAQmrvVxPZGMzBKFkkMYYzaJPUG3eoJU0DxJYDyOwU1rwBiGYYAhwDA+xocmwhzYLKWlZkwamx4Zq//tOQeRaFqca4I5sDrzmWAkIUWJSHfP1NS5oVTrxvVbnl1ehQNUTnFvnjx5dnR00OFPCnnCA8Mj7kirjqmqLthUm7/AbUzXi64m12R7f5Blq/Rk6Yaa7UKte8aaNtM0oNLYcnIXbVi/ItPuig8fnBniEzMWrVtVEfKro1cafbHpsKhgaHWuk2/sv3SlJ8Sx4BfdY71dIdHBBHhCUpqNSenzajeuXZTiBICiyYn/PHX24JV2W8rEAr390yUjAjSb+PiGrZ4Clc2ekldSSqPYSFf3dHfL2Oh0nLPgCINZkf1RN2AYYBhCN6VO9lxoP773d/snBozLVq7dXJtrNX40rD2xmc6LTZG+WNGCrVu3llEJAAAL08PHrjZPEiblVHRyaqQ51Myg9MXz8p/e8oIXlPa0xDynsSrm9rb3uyZ7PX6dx98yKWDW+ZtXVlYmmu+3DU9GRuaPxR0oAJKkaJqVQOQ4SQIAQJLEcWFAappWELOvCRhD52+sy1xbG+9vefm/HTv50z1S8kqtOS31fs42HKj76DrWIpU6BSvQADgk5KfrRmYGPBEfNhVnWS4WCwcAhFggEufiHBYJB6Kg196LxumznMu/9fVafmvLjoZXf3r6gHuYqXhaS390cG7E33XkvT2xcbrmy39bscCh8ncdu/DKjqagf7SutkpSk1QoKgi8MOtvifF8TBCiNEmolZToYWb4TOeyrd/6emE6Lowd/dHRN3de6ig6XFjt0BBKxWe16/6DE5gQwbyuyZBhTL1hTVLKvNn3XF2yxZ6Zw4qMi5IqMgs2GNpebzv3u8GmTmHd8rVb16TZbAZS7fGtIYaPXTz6ynDT4u2bVyx7uCrRoG7sU1roZKfTythgho/EAqYM02m+oQAAIABJREFUjSo30yBR4AtEWBYIpZoAbibou3z+tbdffqu5XeABE4CPeYSanDSKoHFkTmYyHKkm0gQAIIE1w6Hty5nywIxrBsD66QqAwWm1GqYUQpBDSAAgCT2kr1vzpTV1LwTI0Kmdr7a+fVGl5DgcJ0hKwUkQ+XCIgSRxXAQkglYwJA0AHIRHhk+/u/NQ59F4bd2Wh/5yW67jY+57k6xvsk+s4O2VC5KkhOufmjI2PZaxCQACo+yw1BLe03Fk96uTrcuf2LaoaGGW1WJk9IaqtLx4woUZaeBSVyrZ16NkwPlweXJOwgOyYiQjI/N7cAfjWa01mKzBQdHn9vKCFQATuZjPPYqJGqvZqP7IcZ4kaZKk80rzkjpHPI1e/4RbRKnkfZQACHAe0yBSZMjZ1ygMCJrGCUoURAEXJAkhURIFAEGY9QHHrleBv0cvPwRNE3Riem5JtrF+ON4/6Q1EE+CGApgec3U3TeEFUs685BQTQ0BCWmJhFntpZrKlL1Cm0ZGMOO4NBCJRAA0ACvgmo8FpQ6oq0e6wQZqTKE7Mz89WMQRAZn6+r9ByMRgbnAzH8vQwxxUAYIAkkDhBUvC4lqKo6+3FSYIgaUkSQkDbSiue+Wv7gsmNE2ODbYev7Tj1w0Mbqp/evHVZ7YpvWVI2+EZGewba3m36xan2tMVrtmIBjQpjGAUBGPCSKIkEjdM0hUsAgigCwnBG4w9OXWn/zaFLlzDH499ZlK1MBA+42t8/qYwjCeOQRJAYpaCJ2XtDBIwkdFomAbRaRnu7GwazUeaMHNWVmLd91LdyPFWbChjgJIkDCVZQWMwGtZLAMElSqtVGkzUkoFG3N87bAXCRZ33uURBSbFarRgcQap88s+PH7w1eFBdt2L7xyZoc561RNgISBQ6UiFQryU86seiTqzZtseUWDkdHBy72XnvpvYaM+oWPP/bNmuWWAqtzvBj/IDbqv9KT2+ROMtpzix1K5x/1isrIyNxf7kAB6LRqiwUPivxkBKkwACApFB7nMdDY9TwxdqahlR1QLVgyz5iqAAAMiSISRQwD7H6HAlIQTWbPhoJ4l3tljhnUAODuHQl5B5UZOCnpgcXugcffLXh7JoY664Op6pTSjdeDwyRJEECSMPzj0Vc8h4VDXk7gMVKa7UlcIDE3G/VGeEZhTlAMRcXxkMDPbiNYLx+dFA3FantBjoXqTW6Jq0bcEUjRAYAkijyPJITjD0KAFxIRqUQ6oyXWbQ+fGJ/K7IOUPACITvrdQ71EiokKouHOjg5eSKxZudzAdKHX/+lXLx/cfTWDMOvLjBPKpKKqLavXxi+Efvp3ew9+4LqcOZ8nLIIoYZIkAYEAMElAgiBcz42AYYDRCn/YF2456J7CF2z8i+ce0QEAAv+O4fHBs+OIExF4wuJkMIozGAAABZ5hV2SyN2FeltViv23Qq4Y2ZVWUKT2HO/a+djYCdV8p1X/o6tHR89b+Q/uGBqS6KgVJMlqNxUKEJH4iDAocAAgFCk/wUoxxWEkrGh06c3rX230tVE3N9me/s87yKQmksSS13poCBzpnxFZXbZoRdAAAcffl5v6OKcixRniKDyRmLi5csqFo5O3Jf/n+mSaPLm3jvByL3WRJqMjwHu45d3RybJRd8lBWSZIKm+sqUUZG5g/hDhSAykBYkvNgAEabO1o1+iStt6vv6kQqn1GYow/RE+eOne3ZxU773VVbi9QgDjRdGeqbolNLLWm2+2kAAACG5OfbOrwu79nT6xg8qYprc53rGhRsZF6iyeiRetwiJ/ASAkCAREEQeOxGLPhdw9832bz3rRa7mBZM2Jjp1GCetqaG9pCgMxYmm4xqng3F41FEaJWM0WFJKVCfm+xqPHKxbJHCoQx0N5657AmpVAWZTn1aTkL7WI6rzdNlGkxJp8TBpn5mIpKXYNYa063KYGpm75URP390zdpSGvNfunqqLUzmGPKT1Sr689t4fxF5jpWUvC43nxopM1xqay/Ydz4Jc4K24+rVQV80rSIhFcN7Th5/6WKLrmLJXz+9wroktXZmVaCFUg0NNUwdfaeTLq9b/u0NFfa185ZF4qpuLcH1+ESWFQV0/VqLgsALkoTQbPIAgRc5jiRok8Vh84figeGRDofKFusSLzde7ecGFVksjitiQW48PtjZ2pKS7RADwrlrbZNBLt1udBjVtz8XkrFmLS3L7HPv3HfkCIPSbNVFACQEwiPHDr957Fi96CpbzBKAcC1hTc3FO0KjV7vb9LYMXaC/u3k8Ke4oKdIHdKNH9u069J+H9dkvJNXkxENTUzwgEUhCpdWqKVri4gFexBlkyZyf5g/2NFw61azmnZXGOEDriTdPt10O2h/P8Y5P9Z9w2x7dvvapwrTcTQuX80xIUnNiECDJZMueb3znTF99N2tYv9ZemmGkZBcAGZkvFHegALAEpXPhsvTzgQPvv/S9N39F0/EYP0mXr1u+oCbVqNPVzh+b6Tn0rx/8i2k/TQEKh+i0nIqntlVllFo+/7fvKrRGNX/DAk/0wKv/9b0LO2mriKJUgn1F7Zc35efpLh85FovGeEGcnQYEnuVZTBDvdsV6Y46jqG5F347jh47/7QEjTkIMCZR9w/KaR7bk4w5lf/ubjZdPsNbtNZXLsyzztzzS9G87j//gp3+V+BsFycbCo+T8uofrHi4y2bTzpPQrlfDKqZc/OLFDh6PwTDjDVrn6r1JsiYSWTJu3ak3TjtM7//mru0w4xMJxj3nVk2XVa9Nx3Zx37xZ4PhJFrGjNLFpMr27v2fHuGw2HD2iBjlFCTvWGx6o2FGstvsj8nMNXzvzXj7516l2blqH1loINDy3MSeb7E5sP7jzzo3/ofD9NS5GqzKwFGxbnssQld39cHROuX2uO5VlWECUAkCSRjcf5UNimMZpr1l1x7Xnv5e+efA0IWvCjmeEL3gXm2iyCohRJXBxdO/fSpbadihBCUkRNlC5+bNP8NQX6z5S5SiJtWflmxf/D7X/7ys++/+KvbAA40Goas+md5gV6UQQ6GuXAQSUsXJJ5dqbtvV/+/c5fK2g2zk0S81ctX1Vh5OHciWvNx4amzb4946jndUWMFySEGdNTVjy3/ZGsolD7+Ze6p7TZpd/JK976lHTwg12vfP8nb2I0IwDMcFhV3tJNSyvNyoHjquYDe964dupUqoMAQptfsGhVeaLeBgBqrWlerkmVpPdpspNs6blfjHyMMjIyH3Enfj0aypg/v7bE6x8euyS4olFMnZy0aGnJgpwUgxYMNUsJXh/t/d3JYLOLB1CaK9cv2PDY4nxCd79fJHBaa6naUhmkuwcPXXBHo5gdS6+rW1z7eIGa4H3OPGmJwp7tVAGIlD67tNqUgKUkaKi7a7cwZjkrU5+LjVi4Q282RYMc4AmFmSufrl2eX2ARACSR57kYJ4gSIo20s3Ld6oVSfOatS7wrymGa9NTq7TXLawosFIA5uaB0aV3W+MlA03QUgDEWV8yrWzTPqdMCgCkjZ/viCkXg3DudUQSUozx3+dNLFhZn6z63ffefnDxbRMLSTHqdfWH+6tiSvnfd9b0TcYgalxWWr3lqUW6BFgebtu75SZ/pSOSUO+6NcVk59sXr8sodRXRaiWIytKt+b1OQ9WB4+prkpQ/Ny52w8L1xypTlVGOAE9qs4iqdXkhx6mgAo95ZsGipyGRm2s1m29rS0dBg87FpfxxFMQYsxQtzK+YtSs8wetpUCsyqZsIBPBqNggISqqoXrnumOjP1c20qRLKjUvO4kWXfOPzrEyNxAABKaSgofrx0gaSb7iKLLTQCBldllywqdXn6Ji4Kk9EopnQkVi8prcrP1HkC+py8FSu3JqNwnGddfhYAADBFPM6JgoSQJApxnqM5RFsTSh+vkojpq2/FpoLjUQAwZ6yvW/bUQ4uTQZtLp9I+33vXGgd9UUJtrqjMXbq8JBFXAwCuwpNqqzcjPo1MXJozzzxHMnnKyMj80cBEUYzHYxzHz0YcMYzC7fYePXkWx/GN61aaPreID+sNB3zukMRLAISC0JlNOrVh9vEnxXn/pDsohHkAwEm9TW/Qmu6VtZnn+Xg8TlEUw3xqsLsoxoLeGW+Ik0SgQGmyWnQGBgDikSAb40mlmlEzgPh4MCwKQGm0CgV5Rw9AhFAsFpMkSalUErerMBB3h3x+VxiJABilUpoSzFqCwRAAG/VEIyGJMmnUOoYCANYbCfhcQYlHAARD6CxmvVI/+x4vRLnwjCcghDkEgONqo1pvsKlupKoNR3yBaXdUBMBoLak323XUHCkmK0lSLBYDAKVSieO3tikcZuOsqNIoVAoCUCzk8viCMRYBkHqVwZBgpK/3Ke8PBQJuPycgwBid2mQzqzEaJOB8Pm/QGxIkAEJj0RkNJpoTY/FgnFSoGQ0DSIiHQgIPtFqrYEhRiMeDEYRRKp2WJFAw7PO7/SwvAQAGOEHRGpUmogue+fVvOvdfta7eVrG6IoEADGiDzmiw6UgMEBJ5nuWF64l4bwYDjKQYhYIAkIJBt98VYCUAAIKkVHqbhsQIISoxKlqppDAAYH3hoNcTlDgJAKcJncVkUBtIUYx4AuFYlEcCLwrih+tUBE1rLSajQinGIq44jytUDp0KA+BDgQmXnxM5AACcMdoMFq0WAICToj6XNxyOSRIQlMFmMGgM1w1CCBAbDcRiMaD0GqWKmvN2IhmZLwjRaLShocHr9VZWVqampsTjrChKsyCEEEKiKMVisXicFUVRkmZzpEuiKPI8z/M8wzAIif0DfSSBV1UtTE1NHRoZO3z0tMVsXLG0WskwLMcBAELojmN7FCaNzaSxfdomnKFM6Q7TnR7h7kAQSqM11Wi99XNGrWNurOBilFr/Ke5Vdw3GonVYPhF0iAEwKjOjMt/0mcKktpnUn9rtpIo2pDluq9w0aqMm416e1B8JjUah0Xz4D6bU2pK0n3r6lEFrMWhvXWnCgTYbE8zGhJs/VOBqhfnDi42Rat1H3YKTDGW6IR0xncas09zc/wAABMTEmJeP80ZzTknerYYUn6fv7OmXDzeMeSdvbaKBVi1Y/lxd3ZK0RFyns+l0nzyRmxNmKIwaq1Fz651KEBqbSQO3HV6kVp90061EafWp2k9LUUTjKrtdZbd/yiYMMEZlYFT3PYeXjIzM3eELG92LzTHv9psTJ97flsxZHrQuwoFOyigSKw12K81xt6ZuFMSYzzM0MDgwM3LrF80KTcq8IMvds5bKyMjIfBpfWAWA7rbv3h/IjfbMtYbNHW7uogdBBGhAX7Hk4ZL5LKUzaT4xkAyGzFXr/764KsbFb91E4YTRmmqzAcz9k5SRkfkCc1sFgGHYbFD87NLsA8fseokgCHOn/aIoIoRYln0Qprf7AEJIkiQAiMfjD0IX4UDoTTbMBAgJPBuLfVzZEYTSmVTsTLrdtxHPx2Lsvc88ISMjM7ehKOqevQV9vg1AEIQH5J3sVmZnlLnzzv2hB4d4vxsyd5m9WA9IF2Eg8hEem231J24zURR5/raZlhCSPpbaX0ZGRgZmvfNI8p49G26rABBCszZKpVL5ICoAQRA4jiNJkqbnRLIbhBDHcZIk0TR921iAP20kSeI4DgBomv5kLICMjIzMFx6EEEEQGIbdGxHw+TYAknxQfQV4nicIYu60n+d5DMMoipKnt08FIcTzPABQFPXAKU4ZGRmZPxb37AH4hZ2KZgXU3LGzyp6An4vcRTIyMjL3ki+sApCRkZGRkZH5DGQFICMjIyMj86fIHa+RizEuHovEJREB4CTOqFUKirnF0Q2JkhDjJALhjILE8Dm+wos4gY1EY5KAK2hGzRCsxEajrIRItUKlZMi7KZqEKBeLhVkkAQBO4YxGwxD0px5PjPGxaIhFEprdU61mSMX1PSUQopEIG+cRApxQaZRKmrnR53woHuMiHEKAEQqGUasZ/MGISuc4URAliiJIcq7fQX8ILBuJhWPCh8seOBCMUq1U0zedohjj47FIXBIQAEbijFrJUMrZIYZExIYicTEuIACMUmuVyrnh+CojI/MgcGcKAEmR1jdPHzn07mXexSJMnURVPbptdfVj+R9Lxc9PXh26/M6ZcB6WtXVdodbxGWVT5wDcWMPVo/+16yQ7kbSmas2jNYrjk6d2f9DKCiXPrdm8pS4LTHfLkR/Fmn599ODxd1rEoAiYLpOufvyZNeUPZX7KNYpfe/Pkwf1vN4leHjB1CrXw8SfWVG7NpQEAIn3Tl9753b6Wc32sBIxp2VN16zZuycXVGADncZ996cDRa+91CCLglpK62if+bHU+4XwQZtSG+v62Xlf5suwFebYvyiQXgdEj+985/sbpUeH6Jxpwrli+efWLa5JvJBmOduw6e2Tv7kZ+KoYwpYOq2Lppdc3TRSoAQK6W3mM/e/u0p3FKAqCzNn551aY1S2yguj+nIyMj84BxJwogJgRGW+rPnTh0uS1kxkiK4z1urzFJq69JL7MwmOL6bmFv9/Gjv/3lW+LDKY+vX5Sjdfwx2n13kAAiU82XL7525NyYHdVVZ0cnek/Vt+w5dVmRaEqLRnmQ7pKPWmjMPdRy4NDRA/W9oyGthGPx8ekZt5SkREWWhXYtfFS8JzzhG207eOjwgdNdQ36diGOcMDntlmwMNj9hoUMZCl9uOPnW8VPt7lFJyUj+vr02MeLMfq5wvpON9V3av//Eew1TfZheA9GZ8ypeqk7YnmksNDBzPj9da8vEgdN96mxryRdDAUgzns7G5j0HdjV0tvpF4+yCnOSD0NkzxzCCrl2Rn1SYQKDIRHvDueMHG1sDFkRSnODyeIw2nWVFZr5dmOpuOPTaOyfPDKkFhsEhFDx8gYG8xC32HAuj+NwGyMjI/MlzJwpgKjZx4VSPaTzhz7/2vZoKp8bbe6bhzVOB7rMN08WLU0knAIAAsdah1ktnmoSBBFUGAeScjoQXAIaGuuKjk5uXv7Ch7unyJKq/4bdkhHrqqb/fVFE2L88EhrvUfnfrcOOe3ZNpsdoX/seaDIcGc7fvqX9n1/AV/Z6Cys3FePqNUjHervHG3XtGbe6qf/yb1dmpBjzQu79+x47+FssHxfmbU7sHzrYfPJ+Tvu3rf/FIjkVoPPOPx1sP7zlXbnKSM77mk+8MzWOrv/qDL+Wlw0T7nssXPjjYlbwqqbAq59a09nMODMfw2ybYeeBgYfxM07uHf7hLVC5/8b99ubIQgAIA3gfDp96pb3nzbUbaritMQLzrYn23dsj8zRe/XbMwTRcYPNfwxgl338WLY85l2JX2zrET4rbS55d9vc5CQdvx/9U5+Nbe1qJNBktK8v0+QxkZmbnPHSiAmE9wDbTyhsm0JQtrK/KVANYAfvo3x+LmvhkoTgCnApDoGzt2tvNsW9Bgp5KTFASGz+k4LwTg8kq027li3aoty1IwEFqOKMxcTvmydUvL7mpaAU2iOad2rSVLm7loVSEGAGB32/oP/WLc1TTorc2wfKQA1AmGrJpVhlQ6bfHaYoIAgOSIrf/gL0a8zQNTtapRT1wcV+avK12ydl4CQKqm4mDs/PmhqS2dHSPY+EA8cV3mkkc2zFPiUJ7uDzF9h9pi81onINEG9FzJm/DpkCSuUJAk8UXQACLnGam/1N0+TS/YtuSxdVvnWT6qBZivEbTDmnF7vp2B+Lgw1dfKacZSassXL5xnAEhk8TO/PRq/2u3aVpSUmlGxdntOzoJFeWVOAHAEU9u8/U3jM8umBUgi57pRR0ZG5r5zB0/9YCjm8XB6JzjUEANQgsDh6kQAH+t2cdEoCYoo8rUeqZ+8PKbNLWNQkg5JSBQ+/4fvCSzrnRruHXHFBA4YjLSn55utepfv/OXWnvYeyWeuf9ceFSJDF895PRM4dWa3janJSkrSa+6StdxanGYt/rObPxEoRq+nfbTIcx9LkmsuSFpU8NWb9+QohU6vUJKigHjabHDoHY4YicIRADXQpJpRmyhGiYk8hyFJpWW0KnL2FNQ2Mqlw6hw31TMoLjESxrmtAAAAAAMgaAAQvdO9w6PT/rAEiDDrzc7MPIueAAARomMTY5P9E3EBEZTRZknJTDaSaoyF0OjA8PSYi5cwQmFPdSQ5k5gYF45MeuJSdIaNRH0irXCmW7WU0j3gcsW8lFabmJHqNJgxjnV1j467J0IgIgDAgSCNyTnJSVYTFgr4wy5vDIvNxGIxdwwH0mJJSMzINnymr0uM8/VfbgyO47mbv7JixULLzaWAgSkrrSsrnf17pj0yNRPXWCFBjbESAC6ymNqJsOnQlAdz5y1YuArKP/pmmMXirFqgERI+obPFyORk+8BElIsgDADXpeQkpiUkEAAowHpG+4a97qCECEadnJXi0Fslr3vU74opDWkJZgPNAAKIBMdmXDMssthNiSYDIQcRych8EbiDp3446PfMaBXJjNVEEwAABM2YbMkoqJr2BqKsCuLdwc5Lx0SHO3PJs6ndpJL3IiTOCRuAAEJ778k9v3rp0Dl3PI4ZMax669+tWFYV7H/9yNkD11o5Zmh07xGVKMRD0z6Rx1pG+t0zf/XEEy+U59+rcooB91Bb+2hYzHZYTZrP9OwKeYfb24YD0URbQqI6KUFvaSqiOsOu0XbIKuB6+rqsM6MZmYnGkmzDUL/e1zzcb+8eXTMvBcAzNdzZMdRNjacUREVR+1nHmCNgOIaTFPjYoYP7frprZ33fJALA8jPKNz//Dw+tStFqWE+k8c33dh969bSfByAzFs/f+u2vrM+uVIx4zv7qtZ31e5qjCEA5f/vKrVu/UjTtbu98Y/8oeC5FPBMtIVqx9PlFudas5teuXBg5q0xJXPftrzy18iFzIHDp5T3vnHq3HaIiAGBAUDmb/nrb4xtXG1uaTl9798iwMtLoD7gujuIIKy1eufW5v1u92MTc9qKhac7d1xHUTygLljv0aZ9xvpGQ3zOtoW1JNpOCwgEApxQmaxLmVU97/OGY6aZdPTB6rWuAGwgmV2tVllsNABNjV97d/T/fOjwTnEAAgGWs++bG57+2uQCsrube/b/+8Z62xmEB4RrTqm8+sXXRFmPzuVdP7O8yFXzjhbVr0vKBh1jT5XcOvHsoot/8+LrnF1coQfYzkJH5AnAH0xnPs/G4EsdUDDOb5RYjCIbRA8bwKIIxQU9z56XXx8iUtRU1GZkzo/3euAfNiUpoYiw0Vb/rwomTnVimvkRVxAdD/U2XGlUzZGqR0Z6Zntw3rXJkJ+Y4ER8Ya22PhiA5pyg1zaFV3zN3Of/FnkvHX7umExbkPZ3PJHyGAgg2DTYeee2qKlSY83SeIUED2sr5G1y9Oy/97kddey2sSHDz0jctWVKQ4DSDVDhefW7P5X2NfzuclYCZKPcFv1vhSVQ5eR6bCxfmc8BwksBp3jtypm//a5eGUSS9osgAzPjA2NiJt06nM6tSF8f6mncP9fdZMuuKk6SejotdF149WOD0klbX4K5plz+teI3JHGhpvNJ02qst+QqEelouHRpWpWpzi4sLJnu7Lh5vaE+PJzstZWTGZHCgqaMpO3vRGp3Ckp8xH1+WSEuAYeATPQO9Y4ONJ5pyKroHms5dOjxpLTalF6dV2FjUPzQ6cOx39WlkRf4KJ3WbE4lK8WAQVDHKrMSABgApCGOXT569cqDJhXCK0aQY8yuX1RYWE8CJnBIHjGGI2SGGEwyjB5yJx+MCN/trnDh49uLZ3UfrW8+4F6WufaIq35FycywhOzV54TcNhxuaIV2VT1eoBYARd0vDhZ8pdM/nGocGBt6LSvri6lUEDLecO3TiMKvJeJqKoW7vwPS5zqXJlWn5miiMXWhsb3p/LGO9oNDjsgFARuYLwh0oAAwDDJtNvXtjYkcIAUaTKIIFrw5cHT3Tk1WzrnTtqnFpnyLmIkhaobjdU/EewkZjjUf7WifNpd/454dWJlexLe5Tv/j/TnuuXM7btGqZ1Z4zc9658oVVL9YJoa4jP/rJxABW/OXv1i3JNNH3QgEIEBwZOfX+oQszA46NSyqWLkwF86fvKUJkYrx+76GG0R7r2sqK5VXJYIZ4xGBXZKRTpw/1n566hrKLH63+P+ydd3wc13Xvz526ve9i0XsHiEIUEiAJEuxFbJKoQlvNdmQ7dvxe2nOSl7z38kniF7/EKU5ix13NqpRIiRJJsRcQBMGGTvQOLBZbsH122n1/gKTVSDmmSYL0fEngg89Ouzszd85vzj33nLqVFpOWESArsXTVF1cdpfZd2bO/ByAzzRrPyDer7Hq0IITZ50KShEBKk30drSdOzpKVv/+lL35hWxLoO7/3wv7L/9zU3pxOFGrGOi/zYaZi5a4VNc7I8Gs9TU1RNjI+IngutCKqpG7d7qoi9erSHw92DgR5np7jZA1ty1zz5S/8QVHW8Ns/+/P9h6aQ+ff++Om1seCxA//0QsjXNRZ8aFle3dObC93lY96gIEvgEsfPv7QvMHrxymS2wIvIqE3J3fL841+uqhSC+Nz3/um93p/vPZ9LWpcmJd9khgUCRCCE0Y2ZJTgO/v6BSyf2v9cnS9FwPIuqQKqUrPwsiqBI9PHCg/OFCBG6sWdJ9g2MXmw+etEfzKEaqo1GhhQlYK6FrPJxX1frvsMtY6bk5/9604qUJWYOoOPI3x5ovdg6M4GGuzwT7Trns+vqHs50+HszfjA8E8ecqbJ4a3kg9uF7rsnhAUHM83MdA27KZNqxbcmy/GJWUQAKCg8It+XSnn8G4Y9/RDCMHJwLtJwIBAMT9Y8tK0nJoCZdWOYBYVgQsdxxSdUWrvXp4eHKtBoTzUBGUtWinNZZz8SchBBv0NMqo9FkZRjRatFrVVoWGUxWPXt3YtCCva5TL3//7d4zQv2m3dseW5J908mT4SFv04s/2NN1NFyz+rHtT9TnpSAOIpcvnrh6vFmvX/qlv3pMK2LO09Hn2e85u/HhkvKkPGtW0eY/eqbAVTMjSmCgXCemB/bNxtwSJu7ULMffIgSnzZACAAAgAElEQVRFimHS3zPshi5hVVF+5epcxgoAZaUFV71J3UFhSoyWserkwckPz1/620sn1j2ztvKxr6yJ6lLoYP+BXn1ry/G2Frm9cP3u9Ztrv671qKzth3pnVCnZWfk5i3QGtd1E2zP1ZEFBdnK6enbKqGFxEIuIIGWAWdfFva/86OiFQDwOHI76Bz0lzmqrQFKyKVmbZS/IzSikGYa2QXV5wSm341Cvu6R4dEty9nyE/6f4yJ2EAQAIPaSuXPFYlnXpNIQuHfvQ1+wThHBcAsDoxkof3+RX+2DIjIbaJxINjRP9zU2B4//vEP56bV1RnQ0QAOCpmHvoijvLpyvfWZVenUAywADULv+CJXtVAGcxozO9M+jDE69ePTO5tmbNztVfXp5l0RiS7QZ7TbA/dPiYLzAwMO4MuDqiKjlh3aryknyDYv4VFB4YbkMBsCqtTh9y4Vg4LMpmAJAFIRx207SFkYLDJ5sGhiaatQz8/MxV6PH0dbT4PcKE+nV285bqrBL7b+0L/AYIWDXNVEq0lG3iWaABMBhSnRreGQ3EAoQ3LvJClAsHAcRQKMbxnICi4WBMsjJ3fCZj4FLvifde3dfdIpZXrt+6e11Rwc38/6H2oTPvv/ZO++loccm6bbvXly4yIuBnYv2nOi9Pnguu3f3o+m1VDEBkIvCX75xpP+KskhKT8hIoMrE2LxHyAABA6hw62O3RQUyjZdHCDwNEBEgchAK+mN6rKUuw2tLmP2etOmNiqihQXppMq1r2/HbB0X5mas534YOLHhdVUZ1vKy4oXrrlD8bJY+OXPD5v094W9xKqLKvQQpIGE2VPsugINXjjkVhY61AzSQ4VDxAIRXgekQYDH5/r7rp89PRrp694UVSv1iECETFNVKWlKQohbLTRzmS7dj4JjwC6BJM5KQ3FNALH39RjZCb1DicMBrmxoAQRAC1SgSU/35KfXw0A2SZo9h9Qq0SBZlit1hCWwR0KC6IVAMmiEA7PgGTT6w0q3fzeSMKan2XNz4K4J3bxtf1njnduYjPyl9jmS1D7hLB/GhXI1oo8i6CG+VuY0ucW5ucCAOSu86hFr6o12OvrGz25pzm3Kl5ZWUEgjak6KSuUs6+THT3VmW1vH7NjJmN1gTVbSTakoPAAcRsPfoPBZE+ItYtul0+EVAAAifdPuwmUaE3VxEesgrtL9r515jI6J0T4WHBOnERu8mhGaV72PVYABBL10lSYl72x6+8zsbkQHwvSekQiBgvwybeuu4CIw273qb1vf9DxQbyh8eGH/vvO3ITPNCBYBM7vbXp37/4Le0NL67dt+6PHC1Pm1xQ4fnwkyPNSRpLKOD+9X21Poc1Ofno2OD0YjGrECGHUaEktAEB0Ymi8a0iDCpPSE9XqBTA683lgIChg9Ro6phHGw9FFcwBmABAi8VjAjzRWgaeR0Zj36KY/3r2dCkwd/c6rP/uH77++cukfPvPUrrzkJV/dXa9+ih8YfP87P/3Fye+9Xbf1D9JEmpEBI0nGQGAAhCVZksRr/hACIUKl8QZcU5d+cLHLnbPi7761arExRx6TB49+96e+vpAk8yDHeDkS569bVogEopQYyEjIcVgSbta7kJ2x51ckH4/2tl24PGa0FS7X33ivnpNHh4aH3AHBKCKk1hrM9oR4THZP+3icAQAEFvzTbsybnFatRg4EA3KMNJp0BAsAwJociY4Uuyjz4YgM801COprVGGAsGp3yRAlsvO6346JcJC6zBK8vy9lc8M2HdbLr0IXX/+Un/3LoWOmzz33vyUez00z25GrLwcHRwRNny9rDKSWFpZlGwnzHrq6CgsLd5zYUgF5PW2zmsBCdDsTnw5QwPzepE7SGxKz88qyv1tRtqg9zUUHiZ7pcV5tOzKXwOdsfqskqvqfmHwBYFC2Qj8558YXRHZnJkA5RPNIxGBJHzGmMKm7BEQJj+S63KT4Sbjv+0xf7D4UK6r6546m1mZ9t/gGAH491nvz5Sz373blVX9vxzIb8lBtrspRGqxWj4dGAyxUUAGiAsM816p2ZY6yM1t164b3Tr4eW5tWs/1YFgNB6tXV0/9X8hCVZRRlIt/B9ALIoUzrZYk8WT2dyJ0ZHCi7G8teoAdxD05OD/ZrF2cagdOWDd9+d9Wcu3/R8Vfn2r0dGJf+rveT4gWPv98fOx9JXrl2/Y2ndrq+6e34KZzqDU4wHUkUJI/hVWWLA8kdLEyOSE+Kcb4KVmYz82qQyFgAywcaSjOgGxGGgZoPSqCrA4zgADQjGesdnR/qsmZVWi+UzvwUAAEnrU8uXp4yNtPzgP/b7RCZ3V65zfkmo9ci/vb5nn68vM61BRSNGy1pt5mhIxweuhf1BfG7aAFRygj5MDXz4bvfMcXbL442la1MBgPNMT86Me9gSlUFPXb8p0jTWlAL2nTm3v2V4c2oikwUAMNH5xoELp0aYVVm+oOwfYEuffGTN4u1rkG/80qun/FemXFsns43ZNmdZsdR64MSey6546rO1JSWJ6gciG4OCgsJ1buPBT9sZZ8kS44Gmnpde/8/2S1ZNcLL7ymiGuabqoayUSnuKsfb6mjPHxt4bcY1Wh8se3VKjz7rX885UKqJ2MXhPdDX94gdTl60lwqRvaHJKXVVdk5OeONjdGg6F4pwgA8hYiscisTDihTs8Ti7MdPQe/dFr7/s7zCh74PBZP3tekDEA5SzOLCooTRb4nonRAawtz7LpB12nfvrWe5MtbFXK4LHz77Rc5iUMQNpzU/NyKtJWLko/nHb4hVMvtananASe6PpwZoIsripIK7ONRDpmps6/MtjTrW0hibmTJ5uCk+k7l5UVFxlA9fltvMfEY1wgQsSozNr8Ka74+L4Le37+D66eBNCOnm3xadNqCqtLrZpg79ylN/d/eOysd9uKdB0BGY4ltrRcOw6Pjp39oLn9zJnpddUmKWosSFsayE7Qtg+E+0PqqCADICzHY9FYmOMFCQNIkhCLhIVgUM/qnSW1veHO8x/+CPXrWD03Jl09ta/Z4c+qFihGpQlzcxMX3uKkQadajkndbWc5U/6S3NJs8y28KgRptFavKB3lSl640vOO7x/C+fkAJPDyXGfflbGhkCoYiUsCL4KZTFhUY3431PbyOz/p7ErQhl29V4ZSjbU1dYmkxS3HZ7p6e0de7SsZz9YCmh5ocnuJmqrC9IokjvNPDzbNcmqHozKvanlO9OzgpRf+88ctplwjD9Db8b4/HHFWyKLgbu8/0NI0fuXMlsX5khjMLMvV5mRrGQqAMlpSFqfIr8dGW8fTFxnSyhxaJQRAQeHB4nZe/RxqZ82KioPu3g/e+smxNyUk01au9PHnypfWWuFjGVEkUmZNeo2GoKWFEHVOaw35D+3wRoXz//nTfUfFd8Espa3e8syGb2xKzJR8XYzGZNZoVSQARpTWYDZYkJol7+zDLx6Iunwuky2sCZ468u8XmhDIkowBtLXPbXzakeyIBpvPHn9HdH7TtKhcmJ5zm61+te/syR9daSVBFmUMoK7YtWr3t5JXNa5umA0Ovv/iifP/dz8FgONJq0seenJ1ZWqxOUFwMF/1/82bB77/9+8BliLq7LUNT2/eVJeUuOCLAgCAVkeb9GqWMKYUrtFud7f/48E3f3qymQJCVZG+9uHnN9ZszNCoQ+qtT3RPvXXslR9dvayi2dTFJRu/2rC8oIrsWcJ1/PM7Zw7+4/lTNKku2r5y866Hy9y60MCkVcWyJACJSK3BZLDE1SqKAKApldZkFtVMqsXqyNp+fsJ3+D9/cJrjAWER4pyftRdU681q7ElBgm60f9/5vgPyFNCgqy3etuFrWyqWO29d/4oCY+2ibYa/1r/+vTePv/53e1gAAIPVkbF847qGxaapUbMDxwVIVNlqllUcmOo5+OYLx98SCZkyx4t2PVlcWZNqVzl3bpAAub+35+DhvwsQADJTunPljq9srMvMNQUiA13nftHmtZXUL1ldseObpOrFie/84sjh6JsEBogn1H5p/bNfa6xnbOP6gljHvxze88bfvK8i1aba3Rs3PrIky5IEAKxGnb04r3h1g0eVXZKWlwoPUk1GBQUFuD0FQCK1I2vZzs3aVMNVYY7HhNpBF61YXpH2yXcFXaZp8Re2FthEM2teCNnnCRXtWLZog+4ZVLpkLh5DZiKlpmFFYb6OAryobJXTWGZIyzMCyKqEJRsfjQTAmmNR3VEJQDvKc7f82bfKhekgHwvH49I1VzSTXlWYZjBQKqaktFKWDRkGmz5fvfaPv5YT3RIUoqF4XLrmnaBTynOz9SadRlvUsP7JMF0U6vNJAAydWZddWVWUyLCIYbNqGjY9p0oYyBjHGLG2/Iry5WmLHPfH5K66ZVmp2Y6sDAvJaGwVu7Y8lWJfPDErAdYvyqioWZNr0RMAbEH2pmeecJQ723ycBGRScdaSytJ0tZkoNz/8laeT6gp6wwJGbO6K0trqbIfPTqXrcrXOfDMCRNtq1u4srJRseXYNQJIjf+Wup2TanpVo1Omr1zfKFrzIG+axjEigVDpzfnqBtcTee/iSmnGUFS82ZKeog0CDuaKotqohzfhr1L9kGVtJygbhCXWGfZFbBADQ6i3pFaty1IQ6OC6n5popIBBpSF+6bZMqQd/De+MYsVamcMXSilQ9TQFtSS5f95Ac0+UHev0YgNIVr15Uk19gBxrUkimzZBMT0SUms3odVZK/4rGdvoRMX9QjIwAqqWZd5QpnrhpIY8PyLzJc7mDfFC8SakP52sVVqWmG+VtCBwkrVj6blLoGmRbnZ6vuj/tEQUHh1wdJksRxMZ4XEEIAoFKxHo/v8PEzBEFs2bjGYjbd6xb+hgiCwHEcTdMq1YLwcGOMY7GYLMtqtZokF3R9pHuFLMuxWAwA1Go1QSx8czMLk+//8z91H+jP2/2nD+2uT/j4ReVivonx9uHJEBf+5IYsSSemlaSnpxju9YCYgoLCQiQajTY1Nfl8vpqamvT0NI6LS5I8D8YYYyxJciwW47i4JEmyLM8vlSRJEARBEFQqFcbS4NAARRK1tUvS09NHxiYOHT5ps5obG5aqVao4zwMAxnjhB4ApKCxMCCBohlVp1CxDU58SLIG5kROH/+Hl/YMzI59cZFPp1zzy57t2pRi0oLxYKygo3DMeWAUw79JACyIFEcBHWrJwmrTQuN9OkRr05UvWpTh8poJERvpkX1KpzZk59Q3LsufyPrmhgVEXFSYb9Ir5V1BQuKd8vgKQJAljfJ88lH+FJEnzv6WPVda7Z+DriKKojAJ8JvMOLgAQRfF+GAVgQV1YvhwqEGAZ40/eZzp92so1f7pyzS12sEBuTQUFhQUDxvhuGoibKgCErmWLj8Vi96MCwBjPWxRZvttz+2/GfEvi8fh9dzLvDvMKCQA4jrsfThECRDEMQRKyyIvCJ6teIkTSjJq5yZxAUYwLvCAtlFtTQUFhYYAxVqlUsizfnWfg5/sA7oe3sc9g/gwihBZO++ctHEEQ94N5uzeIoggA94+PRBIFSQQAQMSnp8phUYiKwi22Xji3poKCwoJh3nLdnWPdVAFgjOcniavV6rvTlN8uoijOzwVg2QVRyhxjzHGcLMssy94/Fu6ucmMUgGVZxTgqKCj8boIQ4nn+oxVB7xyf7wO4T19YF1pY2Y1mKD6Am3HD6iunSEFBQWEejH8VRvYJrs8NxBjL1//jG8Opvw4P7FyAuyOgfn3wr3LPL6yGLRw+eooUBaCgoPC7zLwhRwgBoPmAthv5AGQZzwe5i6KIsSTJsiRJsiRLkiRKoiiJGMsIwbxyuPVRHlgFoKCgoKCgcJ8yHw2AMQaMESIQkm/EBxAEMS8OCAJkGREEwpiYN/gkSWKMCZIELCNACH3OcKqiABQUFBQUFBYWDMPQNC2KoiRLJEkiBJI07+cHACTLhCRJAFiWsYxljAHLkixjWcayLBMEEY2GKZJiGPozgpQ/wu0qAHm2bXSgt31MDIsYsSY6vawkJ6XQDADh4OTwSMfQeJgLxUUJAIBRm9Mzy4szk7QLOdUwDo/NjFzo7OcDuuzk3NJM1Uh4uLNnkpcSyrMLi7ItoL7jMWqcv3PCMwfakmSz6XPiMCVPj9s7M0XmmK0pmWZAACDPxae7LnVNjswKMjC63MqcguxCw32ffGZ01OfxRZ1pZqdV+6AEUmLg+vvbBi4N+MVrn7BgyMktzavO0NzotbK3c3ygu31MDPIYMUYqrbQoJ63E+rFejWPesKtrjDOKxoJMG2tYCNU3FBQUflMIgtDr9eFw2O12x2IxDDA/vX3er48QwljmeUEURYwxBgzzo6g3/P4Y8zyPADQaza2jqm9HAWDgQ5PNv3zv9bdeuUz4BABVolzz9Jee2J6/xkKAe6zpzdf+zxtHY4KXnBchxoTCTVv/KHnbglYAONh7vOnn//vHx0l32RfW7XKsjOzpe/unr/WTRMP/2P2lIofpjikALEsiLwr+WLjjg++39E5Yy76zY+mtFQCOu87+7MCpllPO/7asMflLZkSCLI9f7t7/wx/ubWsakRAQurqvbNr17FcbLCm6+3to/dSJgdOtYxt2V21cqr0vZ6d8EoyjQ7GWPa+9dPAXp6eu31N6SFrT+NhOdndloY5mSARi1HX+jfdffeXlS8RsHIB1yIu/+IXHt+asS2LJX1V0jI02X3r7u3vmqsj6bz+/wqEoAAWF+xqEkMlkCoVCPp9vfGJcEASMMQIEABgAAeAb/z7K9U9IklKxrEqtMhgMFEnNL/pMbkcBeLnZjqbz/nZ3YfGagmSjOjQ7fnWodaY1+cqSVXk6ITwe9PSqjPWVhSuyEwEoUOmdpWWJC9n8iwCu0UujXcf12vTKhsbysuTp2R+PD3U6UhprcuoLiqygvmNWVOJG+g68dfzY+eYZV9dRRCasTRBvHcURh+iVttMn9r7TP7hqrngFIOBB6Gs/0rzvrUjYVrfmcadR6utt6hh4cf85x+a6alvynWr73WDWHR4c8nrD8Qcii44M0Ss9B469/ELbRZRV/fiKzPmuKMYhMjfcvv874dAj6xc/UkZJc53nznsuTxcUNBSstmgi3omr/Zc8rfaLi7cWOWjztb1NuvtPHdx77iBKKCkSBSXSVEHhfmb+NV6r1drtdrVazcW5a+ltPlrFHcH8J/Mm/9oidM3SkyTBsiq1Wq1WqymKAsA3kwC3oQCkmfjU5TOzSTP5O//8z1cvddLhvoNHv/u9izMtF931TlrkkVOz6LEdX3/kkcdy7b/5Ye4mMsDE1Cw9yzyz6fefeGpzIi0c+vmcTc54/sv/64kVzjtbZBDLXMQzOtXf1zsd8ciJDrOWZshbXB4pOhU8e7Cza2ZIyiRUJh2LCIgD39PVPXV2uqr+2ce/8VSBFa4c+ebfftDy9sW+xfZSW/KCqJL4G6JS0Xo9y366BM99CJZDkY4TVz48c3CmpOy5Hd9+fnH+tSVhGH7v1X19L4/NucMiSAFh5lLzjH0ie/O3/3RNQzobGzl+9DvfbZ05e8G12WGlzSQAxGPDLQPNrV0+Uyg5Ra8imAfhDCko/K5DUZTRaLRYLDRNkyT5aWf+/CfzcuEzJ08hhARBwLfMinsbCiAcErzuKZXBl+A0aWkA0OkMziQPEXe7p+Mx1h8heU+yrUBDa37zY9xlouCfdAsxV2ICUtM0ePjJyXE18qlNKkzeaetJqtLyNn3j6cXb1s91f/id7vGAyMZvkVEu7h3sPftOx2xITq5OC9q18vyqGMlGLZFsNZu1ZgCAvKxCSPVPDAkxvx8g8Q5/hzsJQteCY+/rsYx5hMhUx4nBsTndii9tWb110UdKB+kgc+Omx+uKQ2qL3QSRCd41PcmqvKYEg44FALXO6EzyUAGX2yOFowB6gPhExweXr5x36XMSnJlOAjBWig0oKDwQ3EhrO8+nl37m3x/9BCF0a5/gbSiAQDDocTM6sznRSIoYAElAm5LMME3NzAQjtpiamApMNL3945a2w0YGsYbF25Y0LFuXDjfJlH43wQCe2Y5zh9853e7loshIMOVrnigpy3UPvfj+sYOdF+bM/n8/27FX4Dyj5zu5INkf/5/esSdXLV+dnQJwh8LQEKkzpBQaUgpzwTD7gifuk8hbVI7hOsbGel6acFituStLdK0GxPMYgAEmy2ntzFKN8lxwFiABouFZXcSbbDOrrAsiNeJtQgDQapAg3Hn2naMnL424ZMBUXnph3aYnygu1BOAYjB87ceb8By2BOKZU2WVFDVtXFxtTCK80dOS9Y22nuqISovVlq6uXL21M8AXHp5o6vLK3I+SeHYhrtDUbFqXq7F0Huzs93ZrE5Lqta5flL6IDwbY3jp3pODsGcRkASESpshoeWbFicTEzNNw7ebHbTc11+n3ebi+J6cKCqmUbHy3KvMVdgj28p/fiIDHOlq1uLFrmpD/ed01Gp2mREwAAJgIBl4vUZJqTTJQsAxCyTJmSzIgnZ2YjobAW9DPgbnlvULwiFdSXhtQJtARY/AzFL4ZHm8+9fKBlNjwjIwAqdcWOuvXLavRA8/2z7cf2HuvvmhCBMdrrtq6qy6lEvZ1H+6+4zVnr60oLTXaQQB4bOHb54qUgUVFb0lCYwyyEXqyg8CBzo6jNfLjfzRTAzXwA8+rhc8vi3IYC4KKh4JyRIgxGA0UiACBpRm9MwW7dXCDAB/1SyDUz2j440z/WzyIkkaOih1cnbSrOS1Dd22BuLHHxqaOXD7z52utXuwSZwYwQ6vEmrJ+UKO7SyOzwsD820RUZmuzGcjzs9Us8hFsjSVl15YsA7vxQelCMhiK8ICB007Q4eC7Y0ny13Tu1aGWpVl1Oj/eBIMqSDCzBFOTlXWnoOtbTe+rtC6G82MDV4ay4cWVtriPfcsebfqdBBElQIER7vS2/PPDmyXc6AjwLZPSCPs8XK7Y+XuHIiI5OHDx49IMz749hVp4Lnu0+O+bU/l5Fo2Fg8r33D3/YdnwW2Lg3cCnYM0UlbPB726+89IthUh5kqbk+TyzaF27LTC6dPjzSPXZaMjGuRMaSklUY56Y7Bi6fOttLxWUA4DEfbYumCGqHNbPtyvGmX7wxbFCPICbaNSbj0OW20QhXat2Z7chQ3cxb4RUDk+Oy2avOttDIBABYgKjX5fZO+jiMaIbVqU1Wu81gEOKhyJyBRLTJwFAEABAUrTckA6kNRIICsgrT3ZOHr/Sp89GqtFLNYVGKDmD4RIkiLHNx79nOY3vefb2pORYPUzJAxDRF+sVEzRqDc7yt7Y19B89P9AdliESi3aQ3uNFYNthz4rW9zVSGOZHKqbBTHHibmz945z/30wVfSncuK8y6wxdaQUHh7nAbCgBjWZYRAgJdn2+IEIFIIEiIx8Djmg6rPDkPNaypfnqpk4Dxng/2j5745/ctfxFZWbDsnlojIRLs2rf//OVJ9aY/fKbaUR4f9J4/+vbI1X1s1TMNy9aqkoM9lvK1FevK5djEpT37vC7IW//o2vUrM1PvRkF3SZKu58f/bMJ8pPfMW5N9Y7aN3yxrVE9Fm8clUQKY30STXLN4Odfb/eJrP9z7EyQl5a3cvWnHuqpsw30SinELCJIGkg6Ndx27uO/DKcuKZX+ypsEJut49R3o69x+9aDHmPyL1t7wvheGhZ/6mvJTqavnF1WNHT12tj2jskasHtNqU3d/845z00LmDP/Jcff90R44u6p4KjM7ZGh9ufDTt4bGTH77Re7VJynjk2e1PhGra2t69PDXc0ucpLkiseuYh55bFYQIDAnCJExf2tgT6jjUPr3f7J8fDkzHLw7tXbst9OhCWL+7dN37hzQ+KTGvqnqvQ3+SLyFiWJCBlRF/LfiwHYPjAodcP/PuBYRmRlCbfWrvzuWfXbjaSiEAUAImIa2IQIYKgAGhEchQzMXmm/9CrYvrG/PJ1YsrlM60jEoZPyg4hNND51o9PnneH1/+3hxdZi01xgO7WV4Zcv/jBKV0tMzA7czKtcNP2R+p0dO+JN38+PHRgoKcsx1Glyxu7ODAx2jtRscIZgoG2nlBkKL9xTW56vuIAUFB4ULgtBQCA0bz/4cZjBwHIooAZXluQVmN7MjevobFybToBEK3xNf3yw+6zg1MJRXnLLPcyWonj4HyXblioWP7Y7keqVE6YhMKZiy/EL3SLlt05KmRJ41Lq129+qEYEl2qgZ1yNKjY8vLTStDBmoQdHAwOnL4QN4YJNX1+enxNsOnmJxliv0dEkYIDpiem5ntkElT27CoXD2OHQzSFuYDZQpHLoFvAsjF8DRJE4Rkb6emcmmgaSbBsf2vp7a+opgFk/8eqJU80jI+UOf2Jgxj864QpJY0n2xasqdjQUlnvMqUbwjrrGe0dDQEwnmYp3ND4eWz4zm5DibRtU6+x5ecu3P7QpJ8mN3Mf9E5OJmcu3b6wNB2y4q90fnQ4KrFqVXJZJXJ45cmUgLPDgk2Z94wNx3s76eVJSmc3JaSUNOzc3ZqQCQJXP94NTze9faLemuCqK7Z89ZnRj0u4NHw8JrMloT8nMimNuon9g9Err6MjGWNxCYOJaAMRHzgNClApxYWGwfXh86op1eWPd0kdL+udGWHFCxWgM+o/F3fi42Z6W877ecFHZ7z/5SBWTDAAwW8AdunhxmtJTM6HpyeHu2FWzpmRpUdUzj4izoiopPakoeW0t5/P2jbkn+/0BvTd4ZVIg7eU7N9QuSXMsjH6goKBw+9yGAiApmmJ4GSRBwPNjDbIsClEQw6CyipmLVyxHywCu+wcYa2ZOSlGUl7igX8JwyzRFdxgeNP3UGs4mV6TITgAAGhKLsvTjs8PeiB+54zwvxuKREIDAhWIcHxdQLBKKgUl375p8A1mc7B48+uFVukxIxVM9A+REf++4zwv9U5OLZjKxgWtqPdyz90rq8q1/8t2VSaQ80f6jn7W+1f6B9I36hsJlmvs5io4gkRBGPs9U0Dim2bwmLWPR/M1rTrM7szX0njEAACAASURBVPPiEuumpIqM/HWqK6+0Hv3Pq81Ldm9p3PDwznybXQ+TXm9DfOD48X3/3t/c8MWHVzU8tDzToGkdbbGxqYkpCRoneMQYF7Rm69WFOWbMwlwoEueBZDUkEryR8KVzr7z+45db2+M8RiIInE+sy03JJxgSW1NVWYmZdsYGAIAhITtJP5g7OSvPuF1QbP1sBcASjEYNM4wU4jEWASjSBFmbNn5lbeOzATJ48s0XuvZcUKt5AREkRTEChqggyDe6mBglGTOKBWdOnJhze4eyK4qiI8OtbdO9s1NTujnd1cGpAluG9lpKADzN+ab6xWo+obo6FV8fw7LnPro7Z4ckk4FRbkRaMrP30t4Ls2NFa3fvWlK2JMtisWoM5trMQs5xwS0NXehLR4N9rAonba1Ky0tUsogqKDw43EZ/1uqMZltgVJrz+njRBoBEnvN7xpCosVptajMC9BGfuYwolYrVMnJMuucTlmUgOcKMaVFHX28JrVaRlEoSJJGIz9dZEAUAURAlWZZkJImiJN2xGMD/CnG/e7zj9Pmu9qtjrW1Tb4iqyKh7LuSCiUmfxEYXb2Eu+v2BYMpqW16h1QgA2oo8emBq6Gi/y5Kev6xoAXyD3xwEWAIxxktqnrSwDHvtXZdkKZpVS5IURKyzcsmzf+JYPLFhYmK473T/a6e/e3TT0sce2lbfsPaPzKmbPcNjA8N9b7X++HRvVt3arVJIr0EarYoEAnhBlESSJVQqlpQBeFECGRFqfSA0c/H4KwdamnjLlq/uzlYlIT94rh44oxcxJgRJpllCpWap+Y4kAsHSRpPWLhs0rO5mNwxy0JaMXNWlWKBnKrjWBfoUQECyrJplQQf65OSECR1FIElSa7Qmsy0o4HGPLy44AAhJ4P3eSQqxBg0/dX50oPVsKz85dkK3D3tj/qmxWIeY7CGkr8e31G/Omfcb8LLIx0CPGbOe/Wi/Q4iiSLBm1W9/2JFdOBgeGb403Pv9vc2555Y+8vCXa5dbS+zJU6VwgB8PX+rPvTibYrDnlSdrku9nDamgoPAJbkMBGPVauw0Fpfh0eD5RDkXL4SkeYU2CUaDHz7UG+VF1+dICQzIDQISmu90jF+OGxTpH4j22QzTEkuPN4TDq9TXmWUENAN7BybBnRJVBULIR4uimCZTuORRlzU2oeKiRmhvi4pxIiFGCJBABFEGRJJZROBiOcT4NE792YQmGCRHIGwwL0di9bfltgyVMabDBaIsN2iOnpt05Q5CaCwBRV9AzOkimmKkQTAwO9FFS6rptGw1EB3rxb372s7dfI5KRyVRhm3EklTU8uVUIn/rrf/2rDw5dnNKllouEVZQkJMsykBgAySIWBVGaT7qFECCGnQv5wpffdU3C4k1/9LWdZiBAAv/rHu9I0xQWRAzesOQKxRCLAABo8I95Yq7BpMJshy3hplEjesaaW13G+o527n+1OUasfK5Yf70f9g69ffDwB8PDfEMNQ9Jqnc5uJ8JyfCqMWQIASBaHJzkJC7ZSp11ezcrq4CwX5CU+QgJCBEESJEkS6FfFlVGy1mBLhSO9s6jLU59pAh0AAO9v7xjpdeNsa0yghFBB7rq8tfqKwVf++v/+r0PN0+qktQXZVofRllid4T3Wf26vu3yUW7oxqzxFi+7njBIKCgqf5DYUgMZEWVNy5TE83tXfb7On6Hz9I51TqWJ6Yb4xSI+fONI0+I7k9qxe8ugiBELrwePurqvOvG3Oogzy3r5IqKh4pbXNNxtoatqiU6XUxrtnW3oGeQvOTTKZ/LjfJwmSKGMADFiWREkkZPmuKgJZFiVJkK7HA2IASYgJfByTalqb19j4rdr6uMjLkiQJ8ZYfHD3f/hbaVbl659eqOd14/tmOdn/7mc581m1JJvHgpQtDPWM4pciacZ+P38qiwGO1aMzNpcbKdWevdhcduJRJJ4G+q71j1BNIqbCnydBz+ND3L3ZZljR+e/dK6/rCRv+G4BWS6es/OXnw7QFNzZo1/33T4swdi1fHheY+HeYG/BLPyxK+fq0lSRTnrzXGsiSKkiAQJGU02hyGqMTNukcYbUK0R7zQ3jUWGyEzOYJgIgF+gh8b7O/JhSQ5IDV1dE/5I2l2g9N8i0EjSuXIayjrH5h9bf/BgwxkO+tKAUgIhMeOHXrx0KGTwkz5Ep4igNBTttQc6AtNdg312VOzDYGBwc6JxKAlOysjb8mynMQdX3xMkkQZy2NNw6d/8fOJPH/+c7+3Ib82VZYlIR4WMaHFtuyKlF8GBk+dP7PRAEm1Zg6g4+grx9pafPZH83xTnqGT/uTHn9z4ZEFa+WMNq7AuEGc4wQ+QaHHkVRrePtt74nhMv67RUZ5toe/vW0hBQeET3IYCQE51cu3K9Jbgof3/+j9e+6mK4aKxCVy6Zll1XZrRpKstGZnqOPzdva32g2oE8syYtyRnydZdpSn59zqSmNVqFm8s80QPvvjDb7e8yTolMQJmw/K6Z7YU5psvHjsSiUR4XpqvxcDHuXgMidLdkwAYY0mIcVyEF6R5BSACjHTtu3zpZNy+q65yVXayRfsr6zJr7RtkGJRqtpptFhHYdTWlvqudP2n+j3e7fmkkcGDSy+qLt321In3xfT4ZgI/zoTDmJEdOaT29pqN/z1svtBw5YAA2IkczFq/fUb2x3GDzBYtT3z939t+/840TexL0KlJjLN64oTY3MT5sT3zv7cMXTl19N9tAkVRyetWGujyBaPUNRrVR4SPXmpu/1pIscbGoEAzZtWZr3fpLnvf2/eRPzvwSkYzgxzODp2YqjPWZBE2pknlO7jzz/Yvdb6ojWJYDlFhcu2NHxdpC4y1lrobKXrl4G/312KF3zv3bn135qROAAFpNiSaVTVdqiGJMRSNxcNLOJSsymz373/vhX77xopqNx6ITQlF92YovpBiyDMAYTMb5/eky2QGVIWLmHLlpCWodMxcY6zj2b30Bc96ib+SU7dwlHTzw9o//4p9fJTRqEcAViZdlV2+srbAVGo+T5/a9//O24yeykikZ0Rk5dY2Lk4x2AKTV20rzjGyC2sNkJdszC1VKtkEFhQeM24nr0dOWoqplRV5P72irzzUHoEkx1S8rqirIshjAsmo1KZrCV1847r3sAgBNwqqG+p2NFVmqex6RTrB6x7KdtUG6p/9As8fvQg6Uv3Jr3crdZVqG9zlyhaWEMztBDSBRhuzSKqMVpTh09N3yW9Ak5cxYWiam69MtGg0AAAYQ4uFwcJbTRPk4wEciEiSJTTem89VIl6ESMVBIW1hZvwxmW148FrjoigHQdNHW4o2PLC+yJd7nDtycXFsdL6eajKbEOt2GaH3/nulT/VNuAOPK4kUbvri8aJGRBKd+/XNTc+aDgRMu/4iLylmRWrc5vyqlnBmrZCfDb5zae2nc7UGaqjpHw9ZFhdM2vi+CLJmJGgCC1GUVV2o0QnKCngEw6Z351XWSOis7wWp1bCoZD/SePzLjjwMGAtjsReVlJTVpGUZ/j45BNoac88VcARew4FiztGrTM8vysm+aDOA6VGZKveFpCy+8dOBnx8bdAABGa1LJ0kfLFslG11Wm2EJjUBO6gsq6Yre7a/Sc3xUAUCUaly4rqa8sNHx8b7xKdCwuwGlJNpHCACDJQiziDYYgJND2pOrdLKZcF1896ApOBQCAydq0cvkXH1mRCaZCVTbt8b/Tfn5kZJrQ2tY8krVyTXkqpQcAUkukLluyRYgmUanLcoutn5poqKCgcJ+DJEniuBjPC/NDhyoV6/H4Dh8/QxDElo1rLObPs9exmTmvZ2ZOisuAKDVhciZY9LZ5YyNFeO/4lI8P8gBAsbZEi81sY+7Sc0QQBI7jaJpWfXY6f1EI+2YnZ+fikohYpLUnJlhsWgCIBH1chKe1Bo1BAzIf9c+JIjAGs0ZN39YbEMY4FovJsqxWq0nyFt5UGctc2B2LCwTr0KtZigIMEAvNhEJ+zCQYdWY1CzfOIcaxuSgXD4GeVWnM82WLpAjvm3D5+Lk4BiAIvdNgs6bq74NkurIsx2IxAFCr1Z9OgBUIxKIxUWfU6NUk4PDc5MysPxLDALRFb7WnOthrYpb3zHl8015OxIA0Zr0jJcGAVCABN+t2z83O8RIg0phgsdsT2LgQifqjlFqvMWoBC1H/nMhj1mBWaWiRj0bngoBYndlEUbI/4PFMz3KCDBgIICmGNegMnCV65sWXevZftDRur1hd6UBAAGs1220pFhoBYCzJ4memdkAABEmTJAKQfD6Xd8obkwEAKJrVW5MMFCKFiKzRqbRahgCAmDvgm52ZkzkJI1JFmJ0Os8H+ifKIYkyIBgIiI9FGs4ZkSFHkwv6JqEip9elmHQIc9/tGp71xkcMAQGjsyVan2YwAgJNCs1PuYCAiyYhirMk2q9F2LX2kDJgLe8LhKDAWk1bPPAhZJRUUFjwYY57nQ6EQx3EEQdysLsCvkxNQFEXA2Gwxj4xOHDpyymY1NzYsVatUcZ6f3/a2FcBC5fMUwN3m11YAv7vcWgEsPHwwtfcf/77rwGDJs//7kd1Vn8j/4/f2Nze9cPTclN/1yQ2NjKZyxRMNDfVpiXcjx5SCgsL9xN1UAMrs3rvEr6Kz74O38XvD/XaKENBJ6QV8ucZmoTge9MzHlgpC2DXV1dYx6B795IY2VmfNWHffT85QUFC431EUwF3ihjP4Vgl/f7f56Cm6H0SAHkw1DdsWVXCMyWH4VEcymrPWbPizgopIPPrJRSxJ2RJzkxJBGVlXUFC4l9xUASCE5ifFcxx3nzyRP4YsyxhjURQ5jrvXbQGYD/GXJIxxPB6/H1zc94AbtbDi8fj9cL8RQJjtScgOABIf57iPKzuC0KVl1KRl3HRzUeS4+J1toYKCwn0Gxpgkybtmcz/fByAIwv2oADDG8xZFEIR73ZZrzDdJkqRbVP39HWfeDSCK4r1uyK8DAiRIAiAEWMbyJ107CImCQBAfLZrxEWRZxp/eRkFB4XeceTNBEMQ9VgAYXysztkAi6f6rSJLE8zxFUTR9r/MPAMD14A6MMcMwig/gM5k/RQDAMMx9pzgVFBQUfisghOYdxnfhWJ/vA1ggFvS/CkJIEASSJBdO+0VRlGWZpmlFAXwmGON5hw1N04oCUFBQ+J3lrimAB9YUzZ++hRN2p0QCfi7KKVJQUFC4mw/AB1YBKCgoKCgoKNwCRQEoKCgoKCj8LnLb+QBkXhJ4TsAyBkAkYliWJj+SQ18U4jzPSzIAUCqaoVULPxselmSJi8exhCiKZmlSxCLP8zImWZphaPKuzOEWJUnCQJMEoYyHX0MUZVnGJEWQxIN0SkQxznO8dN3rh4BgGBXDfrSbYEHi49e7GIFoFcvMdzGMJVEUBEGS5evTChBB0yxDUcTC72cKCgr3nNtUADja9XrTscP7LvKzcUxoU+iaHTsaq3fksQAA2CMPnHz5nVMnrrh4GUHO1kVrN/1+venTyVMWFMLU2Y7jP3/nZHw6eXX16u1LVCddZ9490MmJJU+u3vLQyiww3/GH62TX61cGx6nEx6uzMyyWO320+4TmpqGeQW/58qzyXDvz+avfF0Rh+tiBt4+/fmpCBMAAgPTgbFi5dfVTjUna6yvFevacO/bB3guCKyYT6kS6avuW1ct2FVIA3ukrx0+/drxlNjgTEyQADBpTSm3949tXVDkzHiSZpKCgcGe4HWvMScGpztMnj7x7osVnlglKkMd803qb2liXVWKhJHHoTP/rP3n7vbGWkMrJYjy9Z1oIZqq3LMlLyVig1QYwQHTmyvlzL+w9NmQTV5UkBaZ7T55of/v9U5BgsvkrORDvWIgGFgO+4d7xseExf8+Rfx2YjhWuX1PsVBTAda5cnjxwcoBOt5Q8GApA9s4NXOrct//N4+3NM3HjfH5AzMC0LKqAYpc35Dnz7CSOuq42nTr87vFzsxaRoARp1D+lM6jsK3MKzHTA3XHu1A/2ntCqhRSTFoAAnUXOzI8ISqIhBQWFX4fbUQAzsanm41eN4/avfvlbSysTdf6Bpua3zkWunmvx5y+ze2bOfrj3rV4p84mnn9m+3ibhc/94uPe1D5ozBPWCVQACwPBIT3R0bPPyL2xo2F2brhlvfRlC8OiuP3uoanF5sQNMd8wBIHHjg4d/sueNEwenI9MjSY7iklUMtVAmMi4AML4+veNet+S3QRxcpy+9fejvX+eI+i9++/9UFQPQACDMwfiZd5ov/PyXFPd4Y54dBE/L6R7NsPH5p55fWpNmCIy2NL/WFOw5edaTXp+IhaiB0a1sfHRF7bM1OQA0RhRrsiTbrYoDQEFB4dfgNhQA5xPcA228eTpzzfK1NUVqgDRefe61I/He4aloFd/X3z97hFuUV7/5qW3VpQCQ/IT1Su8FVUKq4XN3fa/AAB6vyHgT16/f/OTGPARSzynaLuRVrtuxofIOD14gymDOLC9ehmOzM93HMMFSLIYHwtr9dqBpUqWiKPJBMG6S4Js8c+5q24RYsmPVo1uerHbc8PlDzAiGYdVEUpaVhfi05Opr4wzj6avrVi+tMAHkEJrm147wnf3T8TJ1JAIarnhFzcZHv1BpvYdfR0FB4T7lNsxaMMR5fZzBKTu1KAagBpFH2mQZRQXPiGfO1Tka042VLdtQlVc6v37GzsoMqPztNPv2EfjA7NTolDcmiYhBpC0l22TRewIXLncP9/aTkYTWAxlIjAydbQl6JgnN+Q9SjbWZzgSd5o5VcyFVabkbv5670f9Y6PxrXz56eUBg+AWT0HihgABIGgDkgGd00jUbimAAwqQ3J6RlmXQEAMjAudwu9/gMLwJBGa3mxLREA6lGPESmx6e8Lp8oA8nYkhxOu5ON85HYbCCOY954NBaUGSYhxaKlWN+43xcP0BptQlqSQ28CnvePTM/43WGQ59tAUMbEDKfTYkSRcDDqC3Ao7uNinD+OgLSY7Qmp6Xr1rb4Fx/uHL7TMTaLcHc+vbaz/iPkHAHVN9caa6vm/Z3siLndUb5MTtBDHAEiOI22SjLy8dyYaMQVk5POS3s62o0cdWUYgaFu6w2lN/KwcnnJs1t0/7uaEGAYAUpeYnpBitxEAEOb906OTc/4IBpJVO9MSHXqLPOefDvnjKkOSzWSgGcAAsYjL6/Xy2GIzJhgNhDKJSEHhQeA2FEAoOOeZ0bPJKoeFIQEASEZlTUghJnVjU64JYtCPBZyUYDFofltt/e0hgdwzeGLfT//jwNlZjkNmRNQ9/OcrV9bMDbx44OR77W28emR87yGdJESDLp/Eo8tjQ+6pP9y16+nKgjteTlHP6jVqmqIwIMUH8AkQgRDFQEAYO/T+v7715qmBKQxAFGUt3vbMX25qTNFqeF/s4iv73j70s5NzAkZ0Tn3lw3/w3LqsxczE3NmfvvjG6b2XojIgbfUTa3Zsf65oxtPd+9rBCextCXum2kOsauXTdXm2rMsvXWweb9Kkp2z85pceX7XJHJg798M9b518pxuiEgAgRDJ52/74kV2b1xjbL5/p3Hd0TBU675+bPT9BYKJi0ZodT3979VITe9Nk2tgtePq75gyTqsIVqebsWyjKSGjOM6Nl7MkOi4oCAEAUa3Uko5DG7QlGUuMaeTo6cPbtgfeOvskSQBrqn133yNNfqtUmfPLY7qnL77zzN68emglOYQAgsjZ9fcvTz23NBYvn8uDBF//17fbWUQlIvXXd1x7fufQh/eWzvzhxsM9a9PwX165JywcBuCsX3zyw78OI/qGH132xfrEa2N/C5VRQULjH3IY5E3iOi2lIhNTq+Sy3iKRYtRkIVSgaDaCoRRd2BrrbXu/9t31BD5Bk5oqc6trthWr1vX59kLngTPOelqOH26IOKlOdL4bDw+fOtjBuMiVPZU5Nclyd1TiSndlOWQy6RDEWBkdyZkKCRa26G+VcQ/FQNCaIIgL82UVlfmdBBEUSjOifaBo68NK53uisLT/dCKrpsZmBI788k65qTFsSG2jfM3D1qiahOiNJGrh6pf3UTw7lJ9TQtpmRPeNTM7bMpSZzsPNKa8sRr7bkWTnY29a0f0SdzGYXZKS6hgfOfHiiIzNkN2lz4na3Z+B814Xs3CVrNJQhIyk/stjASIAQBCT/6NjwYMvxKzmVVwcunG56b9JWpE0pyM9X83jk6tjVwy+dTacq85Y7bxbFEZZic3OgjTJ2DcIsAMghmLpypqXtSLsHI5rVpZjyKuuXFBQjOS7ENQQQajVJIgBAJMmqzUBquUhI9kz4Pb5BTi2nJOdlG0kI+MeO9ezHx1U7a0sTMzTXbh6Zd89cePHswVOtETtOSczXiACTgdZTTVG1/qkcy8jAwDveGJNVsoSAse4L+4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" 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uij0FX77WmS0sbfzYJrVLmfypI0IAR9hPBGcBiMf8CrMmWyDeTPbRRkjg7MFvoamh0qG5UxpiGTyiibjgE9Rk++AM/n3oJPcPhp4hmubBtMnm8x4fuEnOVryz4qtqmla1NpjXUhtpZGeMYxmIhSF/A7h+Fbvw9tLyG/ESy/Zr4QERGQBhIQ2CD6cZ9ehrr/ABDaaDfzxx6/qk08xt/M8m3YLB8g5bvjPJzQM8D0N5rW4hdR8kz+U+egzjGfzr3Tw54lsp/Dceh6kjyPOGtsJEzqVPHLAY7+tV7rw54MbT459KjmmtZVIEquCoYYKhtwyCTwNvXkGrlq8vhuxMNnJBHeXFwogs7g/dUffAOOCQOuOwHWgEjzh/hbrolWOwsZhFvLBrgIHYYGAcE+hNbWn+ENQ0WaO7YyW8UTqzEIGmzwH8vGVwP4c9frkVvwapqU/iK9il1Z7WIbA0+4LsPHAU8Y9Tg4B5HcWba/vpNeuobSLYsjnJdTlnRW2NuxzyMfSgdg1KbSLLTL6w1Ey6tOjhJPtXDw7gD/AKwDjjHIPJFUY7Xw7eW32f8A4R5LRrV1dWuGO24DjIA/ibjv0OB61WvZnmsrm1v5hPdXh3pIrDG3AOAfTHQdeaWwvNQuzFpV/wCUEdCoMq+VtKEkDcBkZAAJ7556Ugscx4ll1JdedLKZPslwoliWWMhQqnb2zzkYPHBFcvdS/Y9Qlt3sNM+07QWAXcG3c8focV6DcWS6hrmgzwbmt5IZLVxnlZOX/rkewrlJ/BF54juZrjTBJJKG2uzEKoI45yRj/wCt7UAzBtb6DUJBBd6ZbRoVLh40KEAA8jHXpiuu1TVLi+8NiTR1SG6t7fFwJ5DJKULFmkjzxn5hnjcB904rnrLVNWfT9R0swC5klPlm7aPcYVBAwCR8q7vTHJrbhubzS7LTYI9NVWe6B+0H5mEwX93sOfu/K+4Yx39KTBGbB47sJrWKS7XUrK7t381ItLZI4pX5GSWyUGDjaAw69jgc3rXia61ea4KKYIZ5Wlcbt0kmQBh3AG4DGcYAGTgCmeKbJbLxBcCNFWKcLcRqqbFCyKGwAOABkjj0rGoAKKKKYHZeDbBPs01+74Lv5ICsdwUAFsjpg5GP90/j6/8AB3RzJrms3l2iyi2RYI2YZB385/75A/OvMtHXy9Bs1V2YeTkZ7ZJYj8ya9e+Geozf2O8CkxszMsMhGQfT64PH40nqhj/FGhW+m60I7bIjmTzFjJ+7ycgeo4qiNBj1K1ktriMNHIuGBFV/ivrU40fw/rEH7q8guikig8K6g7l+hz+Rrr/DtxbavpNpqlqP3VwgbaeqnoVP0ORRHYTPLNE8LS6H4z1FpsOILcNGcbdyu2B/I16xb+MHFoLez0udgnymTOFJ9jjpTPGRsdK0VtTuspHt8t3WMseenT3/AArypPinZ2Mfk22lz3AB4aR9mfyNWoyewuZLc7H4lQXWreDXnkt5IXgdXDhwx5IBGPcH9K8RuJZtK1N3KFoJjuXP8vqK9Fn+KL6/YnRptIS3juMKHNxyvI5wR9KltdJ0q90ycS27SlzhoZl5Qgdvf0PpQ047grS2PPRqVs7Bi5U+jL0q1Bfo1/Yi3DSSNcRgKo6jcM/pUeu6LpOmzqsbXA3c7fMBA/StXRI9I0+808iPEsjebLJO+cRp8xHYDIGPxpXA6jSvEtvZx38lnYBmlZhaxnJSAEEEEjJ5OM+/pmkaSz0q90x4YlljiV2aFirk5G0KS+flwSBn0wK5Lw7fyWl3PdowkXzdz5HDox54+uPxxXSasiadfhEh3rOqkvO+RMCAAEX+8Ov45pDLuq6u+o6bpFppdqILeIeU6qm4mRWyuD7jBGf6Vo31u8WpaatxFI2pXFruWZm+WRkOJMevB3D1Fc9aPELa6S1WV1M8LS20MgL8BtxGB0ywGcZBOPr22oWj33gq11rS7di+myLdpHjJUDiSP1I25yepxzzQBxUiSXV26TTxnUVOHQMG5I7HqOPTPA+la3hqe6i1eOSM2hYxqPKdz+8ycDAAOGOM574yateI/C0kkJ1PThI9vIqtJHCodo1b5tygdM55J6dam0rwtr1wLC/W3gJLKZ7lY3Viqfd2jCnJX5SQMd+tAFeXSrqFtT0m33edZyedboGCtLbychN3bByuR04rHtJp2vEtwkz4PltgAyRErgsM8kLnnoCa63XfEFjFrU1x5UUV7axC2h8tgyzKSC4cDONpHp61JYx+Hr7WbTUPslz9ouj5SMHaISyDswyP8cUDILJLe80a4i1S8G+zuNkM7qVM7D7m0jouCRke9cVruuDwhfnUTpsUM6hhaRZYFnIxn5RgABg2Ccn2zmuz8QanFJNb21xbxWkcciSusVtgyRA4GFyckEH096wfEa6L4ls9TW8Ym1sMSzTAnzAM7VdFXhiAxznjoMHgqgOC1jxE2peG7mbUNOt7XUtRuYrmCSKIhnjUMrOWLdCQAAAASpPNV7DWP7O8LPfTM91KLxIkiMrLhSkhYkj6L+BP4Yus3gvrq3MaFIYbSGGIN12qgGfxOT+NTajA9l4VEMsMiyvfYJJGF2IeMdc/vP096OgupkatqUmr6nNeyRpGZMBY0ztRQAqqM88AAc1SoopgFFFFAHpOkJt8O2bHvD/jXp/glXHw/S/iHzWt/Krf7rBP67a860FDqHhSz8ldsixFFDH7xBIP9fyr0j4Z3sNn4B8SQaipSOzmeSZT1AMY/wDialjOT+Kd7b3kdybWYPDvhuHQfwOwKn8eVzWt8EdRvX0rVrZ13WEEkbxsf4ZHByB7YUH/APXXIi4s/EOl6hAkEiahMquheTIlUOrNjpyAM/nVvwtDf6LfR/ZLiRBK6iVAflkAOcEf1qiT3y31GGSGW2nwVYFSD6GvmPxro40fxDdWcRAiRiyKMj5T0Pv/APWr2K61CWG4YqSMHFcJ43RL5o7t1LEDY7AdAe59ulUFjh9Cgae9abPEAVQMdc5/wr0u5/0Kxj80McIGO3qK43wdpwmvT13Nc7CM9l7/AK12XiO7WC646Ro7nB+7gcHH6VI0cBqki3+rTPuLZbOT+f5CoY8eZ9nkty3pJgYrf13w1dyadBrGnDzPORfOhHDhsfeX19xXJwvcrciOSKdZicCMxNuP4UxG7pcMVrqFuszFLObMDseQgPf8Mg/hXpGgw2viXRodHlZJNQhBWN15IUEhWz9OPyrze8hntlt0v1e2dhuWN1wwXI5I9T710VhqI0+xN1YTfZQvBm3AErwevXkUrjsdbpnw+v8ASfOvtW/s63WCNo4rp52ARTx90AZ555PWm3ep22g6Fp+l6NeNNH5xbfbksrlTl1bec5Oc9hg1hXXxM0S1M0UFhNqcN1ZbbyJm8sBsDdhuc465A7ZrGvdLn1/U/t1h+5sLCNZGVrgSbO+eOvAx6n0pAdb4e8ZXtrqb28H2e1F9OSN/zeXuOAATwB065p2peN11OykkbxBAt9ZtJiCMEiRVIAbcvy9T6Zrx/wAVzYuVW2u5ZYNuCGXaM/TJ/Wk8KSXUl/HDaK/2ksTDsGWbKkMqjuxGCB6qB3oC+pvT6lqRs7jUbmDy43cuqkhTzjgMRknOfzrnf+Ex1bCW/wBokSzWbzmt4227mwATu65wPWoLw3lzN/pMvzHpnJLe+KqHTyD97DE9Xxj8utOwrnaXPi2WHSreG4Ms09svlx5fAkXOQx+oIP1Jpo8X3tzY+VBYpYRXsZSSTztivtGNwY5APrgDn1NZk8V3d2NnpzWbAwZIYAruDY65yeoJ49TVPVNJl0WxhubslUlkKwQxZIYrtLElvu/eHQHJH40D1LGnwwX3iGwkW1e73TrEllESwIXARQx6qQB15wD061leLNYOsa5M6eSLWFmSAQr8pXJJbOAWLEkkn1x0AAqXGsXEkXkQrHbwjoI41DkYI5cDccgnIJwfToBnUAFFFFABRRRQB6d4JvPM8LxxsYw0E0kSqp+bbw+SPcuwB9vauptdZH9n6hprBf8AiYLHFMccsFcH+RYfjXm/gi5EaX0OFyxR8lueNw4H4/yrtfDN3AnihYLiNGFxBLGhYZKvt3KR75UD8aQzQ8X+dG0TxwLbPARJDgc4B+U/TtWzZz6e9pBrm1Y7cQea6A/cfOGT8xgfUVzXiq3f7RJOJ2uDHKyl0bIkXkHGB1Hp/Osi01Kd/DcmmHASG68xs9SGHA+gKk/jTEdxZanJrVi93KEEpkYMqDhe4H4AgfhWLqLn504JIIwfeq3hPURDd3No3/LWPeo9Npxn9f0qbV8mTeKYFbwgIrZkuH4wXdnIxknp/KotbuZb6a5WIMyNsTgZAO4c+3Fc/qUN7F509lqEcfkhn8t8Kyq3J2k/XpxVS38StBaRsuHnecF4D/FgY6/ypAejyz+TbRWinGMcfhXZWN/9h0VVA5dTvfONigZzXmljenUdQRiGUnBKsMEZ6cVreM9ajstDls4Z0M7IFKK2SqnqSPTFCGZNpZDxv4hume78pI/3u8rnCjjH5Vf1rw/pFx8Pr02Fy93c20S3BdDlIyvJXjjpuHJJrzi01e5srR2t2+cttkZgCWUjj8ODWp4U8XXPhyXYv761c5lt3Y7W/wADSFc5zSFZ9QhYvGqs+394cBs8EH65xn3rcvjc6Qfssd9drbXVuhbyHysi4xtfn7wIII56Vna9qcGoXsjWlpHbw+a0iIpyQD2zXQXFlb/8I3pWoeZGXmhJKkfMcHbxjsD1NMSOeS3jlfEVtJI3cuOfy5/pWrpNjqGn6gl9ZH7NcKQVK84xgj5ec9B1rW8I2sN/4mjsZygSYH5IWyvAJ68+n616zaaPpWk2wMwjXaSAT3HajcZ5LaeDdRuXEwgdxneyn5PM7kZHPPT8at6v4PtNK0l7+acJ5xJjiB5IPIC55OB3rvW8V6PpFz9ksGa4up5SyRl8kk9hnoOK4fxXqUt5bWscgMZmiK7ZEyI1X5SBjnc2PyoAveHdQs7mxt7yZAWRfLlVV53jjGB68EVwvxE1iLU9YSG3DJHACGjPG1jx09eOfrjtV2/8V3Wj2r2tu9uu9I1KQrg4VRwT94Y78gk8dK4SaaS4meaVi0jnLMe9AyOiiigQUUUUAFFFFAG14WujBrSxbCwuUMJCrk5OCuPT5lXJ9M11JlmtdXsbqHBkjuEZQe5DA/lXAQyPFPHKmN6MGXdjGRz3r01IIbiWG7gLG2wJIy+N2GHy5wSM8jPPBoAt/aBDZ6zBc7jb7WeEhuUcrgfzB/OsfRkaXVJbXHzTwHaAMfMMEfiefzp17Mu9/NyFZdrnGfoT7U7RdZtrTx1Z6hKoa3gDyOg+b+HAH54+lIDrrHw1PYt9rmXbNtOVH8I9KfeWnmR8mu/0i60zxFpzz20yncvKtwy5HQjsa5PytyjNMZ5b4yLWzWtuqYSQEu+fvbTwv4Zz+XpXNW19JYzCWFYzIA3MihhgjHQ13vxC08vDZsCF8uRgTjswH/xNcWLaCNBuG4jk7j1/Cgl7mqNd12fTprqzZ7S0UhXNpGI4wxySMjkn29Otbvgr+yv7SurW5nju57yFB50inEhYKWQZ7qcj3xkV2unTwS/Ay/0y3CG5vbqSKCFcbiBIu5gPQKCTXl+mXcmiTm6jg81w/mWuVIKueFbAPI6jHqRSsVd7G9f+BprG7vLW1R57aeCRoG25ZWUFwpx3+XA9c1z2n+CPEN+6lNPMEbj/AFly3lge+Dz+QNNXxxrSaukup3E7oGBaFfk2j2Hr3Fer2V9HcC4vA+Y2k3K5OPl2rz+lMVjktP8AhbaI8Z1HVpJs8lbVNq/99sP6Ct6fTbWe9t9IgHlaZa2hkMIY8gOUHPXOWJrUjv4bhXaCRXVDtJXoDWVby79W1Bs/ctoIv++iXP8AKgDHgsV0bU7/AFCxeC3WKFzbtLGFCkFVIU5AH3sZ96qaXd3fiTUWOpajOluFByxVQRtYgjGe64696t61rFlpekLNdIkruhMMTDO9i+Sfw2j868uuNWvJ55ZfNZPMbdhDjb7D0FAz16e78H6fdQPbMr3lsWdpFYBRhTlWPvXnHjLxIniHU/MhgWOGMtsHpk9sHGOK5qigQUUUUAFFFFABRRRQAUUUUAKDj1r0LwvqST6AsT43wfunTPWM8qfrncPbA9a88ra8N3r2+om1AUpdgRHPZs/KR+PH0JoA6i0vY49dtUlIeNpPLO4dQ3GCPxrrdE8CaJLrsjSPMI3O9YUICkZ+7646V5lfStHcrMpIZWB/I13ljrzqba9jPzIQx9x3FAHQeKbGbQLlb7R2Nq6jB8voR6EdxWrp3+laTbXTEbpYVcgDuRU1/NDrOmq6kMGXNTaJYv8A2DAoBwilB+BIpgcZ4/2iwQgDPmJ/Jq87ZwZTnB4PX6V3HjeXehgJ6TRr+JD4/lXCuw8ljgZz1pAdH4NlVLu7nP3orc7T9TzWpfR2D21sZleNbQKqFOSRx8uPrzXNeHpNseoN6RAfzretLj99GSejE/kpoGOl8PaH4h+zao0dyjNII2XzOHCnHOcnoOxrWQo2gzQr8qzXBQAdlM2OP+Ais/QpD/YNgAeWkkf9W/xqeORYtNsS7AK0iMc+u1m/nQINGmWCy1IRAhftUiLk54UACoYLorJrEvpMo/BI8f1rPsdRgstFlkmdRK9xLIIycM3zdPr0/MVl2utwnSNSlldFLzF8Bslt3UAe2Mfj6UDMTxfdNNqscBdittEECnopPJx9eK5+repXZv8AUJrog4duM9cDp+mKqUCYUUUUAFFFFABSqQDyMjuKSigBTjJx07UlFFABRRRQAUpxSU4g9KAN6c3GoaeNUkXKyytHK4x/rQAScDpkHPud2Olamiyk2IQnOK5/R9U+wmW1uDI2nXRX7THHjPy52sMg/MMn8CRkZrctT5ERNun2m3bOySLKMfzHP0Iz70DO08J615c5sJW4HK59KlufE1yINkdwVjVmKKGxwST/AFrzgajcRalHJFvV1J+8uKnaW4mPlxo7MBnA7AevoKAJ9avjdxs88yqpcsWfJyVHAHqTu/xwOayv7RW8jKfMGTIRTz8meAD7Dj6AelUNRmWWZVQhhGCu8dH5JyO+Oe/pVOkB1+jOUt9Rz/dA/Rq1o547YeZLIFGxzk+uMD+dcqNaWO3umj5muJAzK4+ueRj1rOuNRurlCksrFDztBwD6Z9cUwOuufEKadommw2sqtNsIcf3c9/8APrWDqHiS8voPszMPs4wETHQDpnsTjH5Vi0UWC4pOTnjn0FJRRQIKKKKACiiigAooooAKKKKACl60lFABRS4zyKKAHADApW+6aKKAI60dHu7i3uxHFKyo/LKDwSAcHHqPX3PrRRQBZutRvI1E8dxIk2UIlQ4dfv8AQjkdB09Kz5tT1C4R0mvrmRXyWDysQ2TuOcnuQCfcZoopDKtFFFMQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=" 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" 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