diff --git a/Documentation/User Manual Source/Release Notes Vecto3.x.pdf b/Documentation/User Manual Source/Release Notes Vecto3.x.pdf
index 5637b780fc8717bdd3068067150b013e134d8811..896e16d141e9054672d11232bd67a3c8d03c9d86 100644
Binary files a/Documentation/User Manual Source/Release Notes Vecto3.x.pdf and b/Documentation/User Manual Source/Release Notes Vecto3.x.pdf differ
diff --git a/Documentation/User Manual Source/Release Notes Vecto3.x.pptx b/Documentation/User Manual Source/Release Notes Vecto3.x.pptx
index f0e11d001d3f605f33022ab62227ea9411a1b843..9b99d4c056030aec63f6cbefe829c09d621af47b 100644
Binary files a/Documentation/User Manual Source/Release Notes Vecto3.x.pptx and b/Documentation/User Manual Source/Release Notes Vecto3.x.pptx differ
diff --git a/Documentation/User Manual/6-changelog/changelog.md b/Documentation/User Manual/6-changelog/changelog.md
index 5ec6155468e26d9c33d081a059b721a6ec3d5c09..80c47dc1e03e21ba8cba9f5cb72b8c299b1a293d 100644
--- a/Documentation/User Manual/6-changelog/changelog.md	
+++ b/Documentation/User Manual/6-changelog/changelog.md	
@@ -1,5 +1,27 @@
 #Changelog
 
+**VECTO 3.1.1**
+
+***Build 740 (2017-01-10)***
+
+- Improvements:
+    + [VECTO-390, VECTO-400] Adapt engine speed to estimated engine speed after gear shift during traction interruption (double clutching)
+    + [VECTO-396, VECTO-388] Add shift losses for AT power shifts
+    + [VECTO-389] new gear shift rules for AT gearboxes
+    + [VECTO-387] added max input speed for torque converter
+    + [VECTO-385] Automatically add generic torque converter data for drag
+    + [VECTO-399] Add missions and loadings for vehicle categories 11, 12, and 16 (declaration mode)
+    + [VECTO-384] cleanup memory after simulation run
+    + [VECTO-394] new option for vectocmd to disable all output
+    + [VECTO-392] make the GUI scale depending on the Windows font size
+    + [VECTO-391] Gearbox output speed and output torque added to .vmod files
+    + [VECTO-386] Gearbox window: disable input fields not applicable for the selected gearbox type
+- Bugfixes:
+    + [VECTO-401] Computation of n_95h etc. fails if engine’s max torque is constant 0 
+Lookup of Airdrag parameters in declaration mode
+    + [VECTO-378] Improved file-handling in AAUX module
+
+
 **VECTO 3.1.0**
 
 ***Build 683 (2016-11-14)***
diff --git a/Documentation/User Manual/help.html b/Documentation/User Manual/help.html
index 85fcad36f2ec48d415a7b5098782de72c6f9be6b..799e8be82839812e6bfa85cf6fd9b0d2b1bf2f23 100644
--- a/Documentation/User Manual/help.html	
+++ b/Documentation/User Manual/help.html	
@@ -664,46 +664,46 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">File EXT NAME</th>
-<th align="left">Storage Type</th>
-<th align="left">Description</th>
+<th>File EXT NAME</th>
+<th>Storage Type</th>
+<th>Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">.AAUX</td>
-<td align="left">JSON</td>
-<td align="left">Overall configuration information for Electrical, Pneumatic and HVAC. Top of the tree for Advanced Auxiliaries</td>
+<td>.AAUX</td>
+<td>JSON</td>
+<td>Overall configuration information for Electrical, Pneumatic and HVAC. Top of the tree for Advanced Auxiliaries</td>
 </tr>
 <tr class="even">
-<td align="left">.AALT</td>
-<td align="left">CSV</td>
-<td align="left">Advanced Combined Alternators: Contains combined map plus source maps.</td>
+<td>.AALT</td>
+<td>CSV</td>
+<td>Advanced Combined Alternators: Contains combined map plus source maps.</td>
 </tr>
 <tr class="odd">
-<td align="left">.ACMP</td>
-<td align="left">CSV</td>
-<td align="left">Advanced Compressor Map.</td>
+<td>.ACMP</td>
+<td>CSV</td>
+<td>Advanced Compressor Map.</td>
 </tr>
 <tr class="even">
-<td align="left">.APAC</td>
-<td align="left">CSV</td>
-<td align="left">Pneumatic Actuations Map: Stores number of actuations per cycle</td>
+<td>.APAC</td>
+<td>CSV</td>
+<td>Pneumatic Actuations Map: Stores number of actuations per cycle</td>
 </tr>
 <tr class="odd">
-<td align="left">.AHSM</td>
-<td align="left">JSON</td>
-<td align="left">Stores Steady State Model results, and also the configuration which resulted in the final result. UI to calculate various heat/cool/ventilate properties resulting in Electrical and Mechanical Power as well as cooling based on environmental conditions.</td>
+<td>.AHSM</td>
+<td>JSON</td>
+<td>Stores Steady State Model results, and also the configuration which resulted in the final result. UI to calculate various heat/cool/ventilate properties resulting in Electrical and Mechanical Power as well as cooling based on environmental conditions.</td>
 </tr>
 <tr class="even">
-<td align="left">.ABDB</td>
-<td align="left">CSV</td>
-<td align="left">Bus Parameter Database: Contains a list of the default parameters for different buses.</td>
+<td>.ABDB</td>
+<td>CSV</td>
+<td>Bus Parameter Database: Contains a list of the default parameters for different buses.</td>
 </tr>
 <tr class="odd">
-<td align="left">.AENV</td>
-<td align="left">CSV</td>
-<td align="left">Stores a number of environmental conditions to be used by HVAC model when in batch-mode.</td>
+<td>.AENV</td>
+<td>CSV</td>
+<td>Stores a number of environmental conditions to be used by HVAC model when in batch-mode.</td>
 </tr>
 </tbody>
 </table>
@@ -749,30 +749,30 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <caption>Result Card: Idle</caption>
 <thead>
 <tr class="header">
-<th align="left">Amps</th>
-<th align="left">SmartAmps</th>
+<th>Amps</th>
+<th>SmartAmps</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">40</td>
-<td align="left">0</td>
+<td>40</td>
+<td>0</td>
 </tr>
 <tr class="even">
-<td align="left">50</td>
-<td align="left">0</td>
+<td>50</td>
+<td>0</td>
 </tr>
 <tr class="odd">
-<td align="left">60</td>
-<td align="left">54</td>
+<td>60</td>
+<td>54</td>
 </tr>
 <tr class="even">
-<td align="left">70</td>
-<td align="left">64</td>
+<td>70</td>
+<td>64</td>
 </tr>
 <tr class="odd">
-<td align="left">80</td>
-<td align="left">30</td>
+<td>80</td>
+<td>30</td>
 </tr>
 </tbody>
 </table>
@@ -780,30 +780,30 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <caption>Result Card: TractionON</caption>
 <thead>
 <tr class="header">
-<th align="left">Amps</th>
-<th align="left">SmartAmps</th>
+<th>Amps</th>
+<th>SmartAmps</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">40</td>
-<td align="left">0</td>
+<td>40</td>
+<td>0</td>
 </tr>
 <tr class="even">
-<td align="left">50</td>
-<td align="left">0</td>
+<td>50</td>
+<td>0</td>
 </tr>
 <tr class="odd">
-<td align="left">60</td>
-<td align="left">83</td>
+<td>60</td>
+<td>83</td>
 </tr>
 <tr class="even">
-<td align="left">70</td>
-<td align="left">94</td>
+<td>70</td>
+<td>94</td>
 </tr>
 <tr class="odd">
-<td align="left">80</td>
-<td align="left">45</td>
+<td>80</td>
+<td>45</td>
 </tr>
 </tbody>
 </table>
@@ -811,30 +811,30 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <caption>Result Card: Overrun</caption>
 <thead>
 <tr class="header">
-<th align="left">Amps</th>
-<th align="left">SmartAmps</th>
+<th>Amps</th>
+<th>SmartAmps</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">40</td>
-<td align="left">0</td>
+<td>40</td>
+<td>0</td>
 </tr>
 <tr class="even">
-<td align="left">50</td>
-<td align="left">0</td>
+<td>50</td>
+<td>0</td>
 </tr>
 <tr class="odd">
-<td align="left">60</td>
-<td align="left">172</td>
+<td>60</td>
+<td>172</td>
 </tr>
 <tr class="even">
-<td align="left">70</td>
-<td align="left">182</td>
+<td>70</td>
+<td>182</td>
 </tr>
 <tr class="odd">
-<td align="left">80</td>
-<td align="left">90</td>
+<td>80</td>
+<td>90</td>
 </tr>
 </tbody>
 </table>
@@ -854,48 +854,48 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Category</th>
-<th align="left">Name</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category</th>
+<th>Name</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Powernet Voltage</td>
-<td align="left">Powernet Voltage</td>
-<td align="left">28.3</td>
-<td align="left">Locked default</td>
-<td align="left">Locked default</td>
+<td>Powernet Voltage</td>
+<td>Powernet Voltage</td>
+<td>28.3</td>
+<td>Locked default</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Alternator Map</td>
-<td align="left">Alternator Map</td>
-<td align="left">blank</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Alternator Map</td>
+<td>Alternator Map</td>
+<td>blank</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="odd">
-<td align="left">Alternator Pulley Efficiency</td>
-<td align="left">Alternator Pulley Efficiency</td>
-<td align="left">0.92</td>
-<td align="left">Locked default</td>
-<td align="left">Locked default</td>
+<td>Alternator Pulley Efficiency</td>
+<td>Alternator Pulley Efficiency</td>
+<td>0.92</td>
+<td>Locked default</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Door Actuation Time (s)</td>
-<td align="left">Door Actuation Time (s)</td>
-<td align="left">4.0</td>
-<td align="left">Locked default</td>
-<td align="left">Locked default</td>
+<td>Door Actuation Time (s)</td>
+<td>Door Actuation Time (s)</td>
+<td>4.0</td>
+<td>Locked default</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Smart Electrics</td>
-<td align="left">Smart Electrics</td>
-<td align="left">No (/Yes)</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Smart Electrics</td>
+<td>Smart Electrics</td>
+<td>No (/Yes)</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 </tbody>
 </table>
@@ -910,153 +910,153 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Category</th>
-<th align="left">Name</th>
-<th align="left">No. in Vehicle, Default Value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category</th>
+<th>Name</th>
+<th>No. in Vehicle, Default Value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Doors</td>
-<td align="left">Doors per vehicle</td>
-<td align="left">3</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Doors</td>
+<td>Doors per vehicle</td>
+<td>3</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">Veh Electronics &amp;Engine</td>
-<td align="left">Controllers, Valves, etc</td>
-<td align="left">1</td>
-<td align="left">Locked default</td>
-<td align="left">Locked default</td>
+<td>Veh Electronics &amp;Engine</td>
+<td>Controllers, Valves, etc</td>
+<td>1</td>
+<td>Locked default</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">Radio City</td>
-<td align="left">1</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Vehicle basic equipment</td>
+<td>Radio City</td>
+<td>1</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">Radio Intercity</td>
-<td align="left">0</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Vehicle basic equipment</td>
+<td>Radio Intercity</td>
+<td>0</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="odd">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">Radio/Audio Tourism</td>
-<td align="left">0</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Vehicle basic equipment</td>
+<td>Radio/Audio Tourism</td>
+<td>0</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">Fridge</td>
-<td align="left">0</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Vehicle basic equipment</td>
+<td>Fridge</td>
+<td>0</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="odd">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">Kitchen Standard</td>
-<td align="left">0</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Vehicle basic equipment</td>
+<td>Kitchen Standard</td>
+<td>0</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">Interior lights City/ Intercity + Doorlights [1/m]</td>
-<td align="left">12</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Vehicle basic equipment</td>
+<td>Interior lights City/ Intercity + Doorlights [1/m]</td>
+<td>12</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">LED Interior lights ceiling city/ontercity + door [1/m]</td>
-<td align="left">0</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Vehicle basic equipment</td>
+<td>LED Interior lights ceiling city/ontercity + door [1/m]</td>
+<td>0</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">Interior lights Tourism + reading [1/m]</td>
-<td align="left">0</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Vehicle basic equipment</td>
+<td>Interior lights Tourism + reading [1/m]</td>
+<td>0</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Vehicle basic equipment</td>
-<td align="left">LED Interior lights ceiling Tourism + LED reading [1/m]</td>
-<td align="left">0</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Vehicle basic equipment</td>
+<td>LED Interior lights ceiling Tourism + LED reading [1/m]</td>
+<td>0</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Customer Specific Equipment</td>
-<td align="left">External Displays Font/Side/Rear</td>
-<td align="left">4</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Customer Specific Equipment</td>
+<td>External Displays Font/Side/Rear</td>
+<td>4</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="odd">
-<td align="left">Customer Specific Equipment</td>
-<td align="left">Internal display per unit ( front side rear)</td>
-<td align="left">1</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Customer Specific Equipment</td>
+<td>Internal display per unit ( front side rear)</td>
+<td>1</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">Customer Specific Equipment</td>
-<td align="left">CityBus Ref EBSF Table4 Devices ITS No Displays</td>
-<td align="left">1</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Customer Specific Equipment</td>
+<td>CityBus Ref EBSF Table4 Devices ITS No Displays</td>
+<td>1</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="odd">
-<td align="left">Lights</td>
-<td align="left">Exterior Lights BULB</td>
-<td align="left">1</td>
-<td align="left">Locked default</td>
-<td align="left">Locked default</td>
+<td>Lights</td>
+<td>Exterior Lights BULB</td>
+<td>1</td>
+<td>Locked default</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Lights</td>
-<td align="left">Day running lights LED bonus</td>
-<td align="left">1</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Lights</td>
+<td>Day running lights LED bonus</td>
+<td>1</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="odd">
-<td align="left">Lights</td>
-<td align="left">Antifog rear lights LED bonus</td>
-<td align="left">1</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Lights</td>
+<td>Antifog rear lights LED bonus</td>
+<td>1</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">Lights</td>
-<td align="left">Position lights LED bonus</td>
-<td align="left">1</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Lights</td>
+<td>Position lights LED bonus</td>
+<td>1</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="odd">
-<td align="left">Lights</td>
-<td align="left">Direction lights LED bonus</td>
-<td align="left">1</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Lights</td>
+<td>Direction lights LED bonus</td>
+<td>1</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">Lights</td>
-<td align="left">Brake Lights LED bonus</td>
-<td align="left">1</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Lights</td>
+<td>Brake Lights LED bonus</td>
+<td>1</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 </tbody>
 </table>
@@ -1100,49 +1100,49 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <tbody>
 <tr class="odd">
-<td align="left"><em>RPM</em></td>
-<td align="left"><em>2000</em></td>
-<td align="left"><em>2000</em></td>
-<td align="left"><em>4000</em></td>
-<td align="left"><em>4000</em></td>
-<td align="left"><em>6000</em></td>
-<td align="left"><em>6000</em></td>
-</tr>
-<tr class="even">
-<td align="left"></td>
-<td align="left"><strong>Amps</strong></td>
-<td align="left"><strong>Efficiency</strong></td>
-<td align="left"><strong>Amps</strong></td>
-<td align="left"><strong>Efficiency</strong></td>
-<td align="left"><strong>Amps</strong></td>
-<td align="left"><strong>Efficiency</strong></td>
-</tr>
-<tr class="odd">
-<td align="left"></td>
-<td align="left"><strong>10.00</strong></td>
-<td align="left">62.00</td>
-<td align="left"><strong>10.00</strong></td>
-<td align="left">64.00</td>
-<td align="left"><strong>10.00</strong></td>
-<td align="left">53.00</td>
-</tr>
-<tr class="even">
-<td align="left">I_max/2</td>
-<td align="left">27.00</td>
-<td align="left">70.00</td>
-<td align="left">63.00</td>
-<td align="left">74.00</td>
-<td align="left">68.00</td>
-<td align="left">70.00</td>
-</tr>
-<tr class="odd">
-<td align="left">I_max</td>
-<td align="left">53.00</td>
-<td align="left">30.00</td>
-<td align="left">125.00</td>
-<td align="left">68.00</td>
-<td align="left">136.00</td>
-<td align="left">62.00</td>
+<td><em>RPM</em></td>
+<td><em>2000</em></td>
+<td><em>2000</em></td>
+<td><em>4000</em></td>
+<td><em>4000</em></td>
+<td><em>6000</em></td>
+<td><em>6000</em></td>
+</tr>
+<tr class="even">
+<td></td>
+<td><strong>Amps</strong></td>
+<td><strong>Efficiency</strong></td>
+<td><strong>Amps</strong></td>
+<td><strong>Efficiency</strong></td>
+<td><strong>Amps</strong></td>
+<td><strong>Efficiency</strong></td>
+</tr>
+<tr class="odd">
+<td></td>
+<td><strong>10.00</strong></td>
+<td>62.00</td>
+<td><strong>10.00</strong></td>
+<td>64.00</td>
+<td><strong>10.00</strong></td>
+<td>53.00</td>
+</tr>
+<tr class="even">
+<td>I_max/2</td>
+<td>27.00</td>
+<td>70.00</td>
+<td>63.00</td>
+<td>74.00</td>
+<td>68.00</td>
+<td>70.00</td>
+</tr>
+<tr class="odd">
+<td>I_max</td>
+<td>53.00</td>
+<td>30.00</td>
+<td>125.00</td>
+<td>68.00</td>
+<td>136.00</td>
+<td>62.00</td>
 </tr>
 </tbody>
 </table>
@@ -1192,96 +1192,97 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Category</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
-<th align="left">Comments</th>
+<th>Category</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
+<th>Comments</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">AdBlue NI per minute</td>
-<td align="left">21.25</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">Only relevant for Pneumatic AdBlue Dosing, also needs drive cycle duration</td>
+<td>AdBlue NI per minute</td>
+<td>21.25</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>Only relevant for Pneumatic AdBlue Dosing, also needs drive cycle duration</td>
 </tr>
 <tr class="even">
-<td align="left">Air Controlled Suspension NI/Minute</td>
-<td align="left">15</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">Only relevant for Pneumatic Air Suspension Control, also needs drive cycle duration</td>
+<td>Air Controlled Suspension NI/Minute</td>
+<td>15</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>Only relevant for Pneumatic Air Suspension Control, also needs drive cycle duration</td>
 </tr>
 <tr class="odd">
-<td align="left">Breaking No Retarder NI/KG</td>
-<td align="left">0.00081</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">also needs vehicle weight</td>
+<td>Breaking No Retarder NI/KG</td>
+<td>0.00081</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>also needs vehicle weight</td>
 </tr>
 <tr class="even">
-<td align="left">Braking with Retarder NI/KG</td>
-<td align="left">0.0006</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">Also needs vehicle weight</td>
+<td>Braking with Retarder NI/KG</td>
+<td>0.0006</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>Also needs vehicle weight</td>
 </tr>
 <tr class="odd">
-<td align="left">Air demand per Kneeling NI/Kg mm</td>
-<td align="left">0.000066</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">Also needs vehicle weight and kneeling height</td>
+<td>Air demand per Kneeling NI/Kg mm</td>
+<td>0.000066</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>Also needs vehicle weight and kneeling height</td>
 </tr>
 <tr class="even">
-<td align="left">Dead Vol Blowouts/L/Hour</td>
-<td align="left">24</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left"></td>
+<td>Dead Vol Blowouts/L/Hour</td>
+<td>24</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td></td>
 </tr>
 <tr class="odd">
-<td align="left">Dead Volume Litres</td>
-<td align="left">30</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left"></td>
+<td>Dead Volume Litres</td>
+<td>30</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td></td>
 </tr>
 <tr class="even">
-<td align="left">Non Smart Regen Fraction Total Air Demand</td>
-<td align="left">0.26</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left"></td>
+<td>Non Smart Regen Fraction Total Air Demand</td>
+<td>0.26</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td></td>
 </tr>
 <tr class="odd">
-<td align="left">Overrun Utilisation for Compression Fraction</td>
-<td align="left">0.97</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">Taken directly from White Book</td>
+<td>Overrun Utilisation for Compression Fraction</td>
+<td>0.97</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>Taken directly from White Book</td>
 </tr>
 <tr class="even">
-<td align="left">Per Door Opening NI</td>
-<td align="left">12.7</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">Only relevant for Pneumatic Door Operation, also needs number of door openings</td>
+<td>Per Door Opening NI</td>
+<td>12.7</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>Only relevant for Pneumatic Door Operation, also needs number of door openings</td>
 </tr>
 <tr class="odd">
-<td align="left">Per Stop Brake Actuation NI/KG</td>
-<td align="left">0.00064</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">Also needs vehicle weight</td>
+<td>Per Stop Brake Actuation NI/KG</td>
+<td>0.00064</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>Also needs vehicle weight</td>
 </tr>
 <tr class="even">
-<td align="left">Smart Regen Fraction Total Air Demand</td>
-<td align="left">0.12</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Smart Regen Fraction Total Air Demand</td>
+<td>0.12</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td></td>
 </tr>
 </tbody>
 </table>
@@ -1296,90 +1297,90 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Category</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
-<th align="left">Comments</th>
+<th>Category</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
+<th>Comments</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Compressor Map</td>
-<td align="left"><blank></td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left">A number of pre-set defaults will be provided; later value from test procedure.</td>
+<td>Compressor Map</td>
+<td><blank></td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td>A number of pre-set defaults will be provided; later value from test procedure.</td>
 </tr>
 <tr class="even">
-<td align="left">Compressor Gear Ratio</td>
-<td align="left">1.00</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
-<td align="left">Related compressor shaft speed to engine shaft speed</td>
+<td>Compressor Gear Ratio</td>
+<td>1.00</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
+<td>Related compressor shaft speed to engine shaft speed</td>
 </tr>
 <tr class="odd">
-<td align="left">Compressor Gear Efficiency</td>
-<td align="left">0.97</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
-<td align="left"></td>
+<td>Compressor Gear Efficiency</td>
+<td>0.97</td>
+<td>Open/editable</td>
+<td>Locked default</td>
+<td></td>
 </tr>
 <tr class="even">
-<td align="left">AdBlue Dosing</td>
-<td align="left">Pneumatic</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
-<td align="left">Pneumatic (/Electric)</td>
+<td>AdBlue Dosing</td>
+<td>Pneumatic</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
+<td>Pneumatic (/Electric)</td>
 </tr>
 <tr class="odd">
-<td align="left">Air Suspension Control</td>
-<td align="left">Mechanically</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
-<td align="left">Mechanically (/Electrically)</td>
+<td>Air Suspension Control</td>
+<td>Mechanically</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
+<td>Mechanically (/Electrically)</td>
 </tr>
 <tr class="even">
-<td align="left">Door Operation</td>
-<td align="left">Pneumatic</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
-<td align="left">Pneumatic (/Electric)</td>
+<td>Door Operation</td>
+<td>Pneumatic</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
+<td>Pneumatic (/Electric)</td>
 </tr>
 <tr class="odd">
-<td align="left">Kneeling height millimeters</td>
-<td align="left">70</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
-<td align="left">Used with air demand per kneeling</td>
+<td>Kneeling height millimeters</td>
+<td>70</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
+<td>Used with air demand per kneeling</td>
 </tr>
 <tr class="even">
-<td align="left">Actuations Map</td>
-<td align="left">testPneumatic</td>
-<td align="left">ActuationsMap</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Actuations Map</td>
+<td>testPneumatic</td>
+<td>ActuationsMap</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Retarder brake</td>
-<td align="left">Yes</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
-<td align="left">Yes (/No)</td>
+<td>Retarder brake</td>
+<td>Yes</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
+<td>Yes (/No)</td>
 </tr>
 <tr class="even">
-<td align="left">Smart Pneumatics</td>
-<td align="left">No</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
-<td align="left">No (/Yes)</td>
+<td>Smart Pneumatics</td>
+<td>No</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
+<td>No (/Yes)</td>
 </tr>
 <tr class="odd">
-<td align="left">Smart Regeneration</td>
-<td align="left">No</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
-<td align="left">No (/Yes)</td>
+<td>Smart Regeneration</td>
+<td>No</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
+<td>No (/Yes)</td>
 </tr>
 </tbody>
 </table>
@@ -1466,84 +1467,84 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Select</td>
-<td align="left">&lt;Select&gt;</td>
-<td align="left"></td>
-<td align="left"></td>
+<td>Select</td>
+<td>&lt;Select&gt;</td>
+<td></td>
+<td></td>
 </tr>
 <tr class="even">
-<td align="left">Bus Model</td>
-<td align="left"><ABDB or input></td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Bus Model</td>
+<td><ABDB or input></td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Number of Passengers</td>
-<td align="left">&lt;ABDB or input&gt;</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Number of Passengers</td>
+<td>&lt;ABDB or input&gt;</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Bus Type</td>
-<td align="left"><ABDB or input></td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Bus Type</td>
+<td><ABDB or input></td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Double Decker?</td>
-<td align="left">No</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Double Decker?</td>
+<td>No</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">Bus Length (m)</td>
-<td align="left">&lt;ABDB or input&gt;</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Bus Length (m)</td>
+<td>&lt;ABDB or input&gt;</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Bus Width (m)</td>
-<td align="left">&lt;ABDB or input&gt;</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Bus Width (m)</td>
+<td>&lt;ABDB or input&gt;</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Bus Height (m)</td>
-<td align="left">&lt;ABDB or input&gt;</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked Calc</td>
+<td>Bus Height (m)</td>
+<td>&lt;ABDB or input&gt;</td>
+<td>Open/editable</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="odd">
-<td align="left">Bus Floor Surface Area (m^2)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Bus Floor Surface Area (m^2)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="even">
-<td align="left">Bus Window Surface (m^2)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Bus Window Surface (m^2)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="odd">
-<td align="left">Bus Surface Area (m^2)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Bus Surface Area (m^2)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="even">
-<td align="left">Bus Volume (m^3)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Bus Volume (m^3)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 </tbody>
 </table>
@@ -1558,162 +1559,162 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">G-Factor **</td>
-<td align="left">0.95</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/editable</td>
+<td>G-Factor **</td>
+<td>0.95</td>
+<td>Open/editable</td>
+<td>Open/editable</td>
 </tr>
 <tr class="even">
-<td align="left">Solar Clouding</td>
-<td align="left">0.8</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Solar Clouding</td>
+<td>0.8</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="odd">
-<td align="left">Heat per Passenger into Cabin (W)</td>
-<td align="left">80</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Heat per Passenger into Cabin (W)</td>
+<td>80</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="even">
-<td align="left">Passenger Boundary Temperature (oC)</td>
-<td align="left">12</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Passenger Boundary Temperature (oC)</td>
+<td>12</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Passenger Density: Low Floor (Pass/m^2)</td>
-<td align="left">3</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked default</td>
+<td>Passenger Density: Low Floor (Pass/m^2)</td>
+<td>3</td>
+<td>Locked Calc</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Passenger Density: Semi Low Floor (Pass/m^2)</td>
-<td align="left">2.2</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked default</td>
+<td>Passenger Density: Semi Low Floor (Pass/m^2)</td>
+<td>2.2</td>
+<td>Locked Calc</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Passenger Density: Raised Floor (Pass/m^2)</td>
-<td align="left">1.4</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked default</td>
+<td>Passenger Density: Raised Floor (Pass/m^2)</td>
+<td>1.4</td>
+<td>Locked Calc</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Calculated Passenger Number</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Calculated Passenger Number</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="odd">
-<td align="left">U-Values W/(K*m^3)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>U-Values W/(K*m^3)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="even">
-<td align="left">Heating Boundary Temperature (oC)</td>
-<td align="left">18</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Heating Boundary Temperature (oC)</td>
+<td>18</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Cooling Boundary Temperature (oC)</td>
-<td align="left">23</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Cooling Boundary Temperature (oC)</td>
+<td>23</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Temperature at which cooling turns OFF</td>
-<td align="left">17</td>
-<td align="left">Locked default</td>
-<td align="left"></td>
+<td>Temperature at which cooling turns OFF</td>
+<td>17</td>
+<td>Locked default</td>
+<td></td>
 </tr>
 <tr class="odd">
-<td align="left">High Ventilation (l/h)</td>
-<td align="left">20</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>High Ventilation (l/h)</td>
+<td>20</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">How Ventilation (l/h)</td>
-<td align="left">7</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>How Ventilation (l/h)</td>
+<td>7</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">High (m^3/h)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>High (m^3/h)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="even">
-<td align="left">low (m^3/h)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>low (m^3/h)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="odd">
-<td align="left">High Vent Power (W)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>High Vent Power (W)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="even">
-<td align="left">Low Vent Power (W)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Low Vent Power (W)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="odd">
-<td align="left">Specific Ventilation Power (Wh/m3)</td>
-<td align="left">0.56</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Specific Ventilation Power (Wh/m3)</td>
+<td>0.56</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Aux. Heater Efficiency</td>
-<td align="left">0.84</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Aux. Heater Efficiency</td>
+<td>0.84</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">GCV (Diesel / Heating oil) (kwh/kg)</td>
-<td align="left">11.8</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>GCV (Diesel / Heating oil) (kwh/kg)</td>
+<td>11.8</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Window Area per Unit Bus Length (m^2/m)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Window Area per Unit Bus Length (m^2/m)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="odd">
-<td align="left">Front + Rear Window Area (m^2)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>Front + Rear Window Area (m^2)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="even">
-<td align="left">Max Temperature Delta for low Floor Busses (K)</td>
-<td align="left">3</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Max Temperature Delta for low Floor Busses (K)</td>
+<td>3</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Max Possible Benefit from Technology List (Fraction)</td>
-<td align="left">0.5</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Max Possible Benefit from Technology List (Fraction)</td>
+<td>0.5</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 </tbody>
 </table>
@@ -1722,36 +1723,36 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Enviromental Temperature (oC)</td>
-<td align="left">25</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Enviromental Temperature (oC)</td>
+<td>25</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Solar (W/m²)</td>
-<td align="left">400</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Solar (W/m²)</td>
+<td>400</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Batch-mode</td>
-<td align="left">ON</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Batch-mode</td>
+<td>ON</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Environmental Conditions Database</td>
-<td align="left">TBC Default</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Environmental Conditions Database</td>
+<td>TBC Default</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 </tbody>
 </table>
@@ -1765,36 +1766,36 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">AC-compressor type</td>
-<td align="left">2-stage (0/100)</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>AC-compressor type</td>
+<td>2-stage (0/100)</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 <tr class="even">
-<td align="left">AC-compressor type (Mechanical / Electrical)</td>
-<td align="left">Calculation</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>AC-compressor type (Mechanical / Electrical)</td>
+<td>Calculation</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 <tr class="odd">
-<td align="left">AC-compressor capacity (kW)</td>
-<td align="left">18</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>AC-compressor capacity (kW)</td>
+<td>18</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">COPCool</td>
-<td align="left">3.50</td>
-<td align="left">Locked Calc</td>
-<td align="left">Locked Calc</td>
+<td>COPCool</td>
+<td>3.50</td>
+<td>Locked Calc</td>
+<td>Locked Calc</td>
 </tr>
 </tbody>
 </table>
@@ -1808,48 +1809,48 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Ventilation during heating</td>
-<td align="left">Yes</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Ventilation during heating</td>
+<td>Yes</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Ventilation when both Heating and AC are inactive</td>
-<td align="left">Yes</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Ventilation when both Heating and AC are inactive</td>
+<td>Yes</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="odd">
-<td align="left">Ventilation during AC</td>
-<td align="left">Yes</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default</td>
+<td>Ventilation during AC</td>
+<td>Yes</td>
+<td>Open/editable</td>
+<td>Locked default</td>
 </tr>
 <tr class="even">
-<td align="left">Ventilation flow setting when both Heating and AC are inactive</td>
-<td align="left">High</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default***</td>
+<td>Ventilation flow setting when both Heating and AC are inactive</td>
+<td>High</td>
+<td>Open/editable</td>
+<td>Locked default***</td>
 </tr>
 <tr class="odd">
-<td align="left">Ventilation during Heating</td>
-<td align="left">High</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default***</td>
+<td>Ventilation during Heating</td>
+<td>High</td>
+<td>Open/editable</td>
+<td>Locked default***</td>
 </tr>
 <tr class="even">
-<td align="left">Ventilation during Cooling</td>
-<td align="left">High</td>
-<td align="left">Open/editable</td>
-<td align="left">Locked default***</td>
+<td>Ventilation during Cooling</td>
+<td>High</td>
+<td>Open/editable</td>
+<td>Locked default***</td>
 </tr>
 </tbody>
 </table>
@@ -1857,18 +1858,18 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Fuel Fired Heater (kW)</td>
-<td align="left">30</td>
-<td align="left">Open/editable</td>
-<td align="left">Open/OEM data</td>
+<td>Fuel Fired Heater (kW)</td>
+<td>30</td>
+<td>Open/editable</td>
+<td>Open/OEM data</td>
 </tr>
 </tbody>
 </table>
@@ -1877,24 +1878,24 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Double-glazing</td>
-<td align="left">TF5 table*</td>
-<td align="left">Open/editable</td>
-<td align="left">Tick box only</td>
+<td>Double-glazing</td>
+<td>TF5 table*</td>
+<td>Open/editable</td>
+<td>Tick box only</td>
 </tr>
 <tr class="even">
-<td align="left">Tinted windows</td>
-<td align="left">TF5 table*</td>
-<td align="left">Open/editable</td>
-<td align="left">Tick box only</td>
+<td>Tinted windows</td>
+<td>TF5 table*</td>
+<td>Open/editable</td>
+<td>Tick box only</td>
 </tr>
 </tbody>
 </table>
@@ -1902,18 +1903,18 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Fan controll strategy</td>
-<td align="left">TF5 table*</td>
-<td align="left">Open/editable</td>
-<td align="left">Tick box only</td>
+<td>Fan controll strategy</td>
+<td>TF5 table*</td>
+<td>Open/editable</td>
+<td>Tick box only</td>
 </tr>
 </tbody>
 </table>
@@ -1921,36 +1922,36 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Heat pump systems</td>
-<td align="left">TF5 table*</td>
-<td align="left">Open/editable</td>
-<td align="left">Tick box only</td>
+<td>Heat pump systems</td>
+<td>TF5 table*</td>
+<td>Open/editable</td>
+<td>Tick box only</td>
 </tr>
 <tr class="even">
-<td align="left">Adjustable coolant thermostat</td>
-<td align="left">TF5 table*</td>
-<td align="left">Open/editable</td>
-<td align="left">Tick box only</td>
+<td>Adjustable coolant thermostat</td>
+<td>TF5 table*</td>
+<td>Open/editable</td>
+<td>Tick box only</td>
 </tr>
 <tr class="odd">
-<td align="left">Adjustable auxiliary heater</td>
-<td align="left">TF5 table*</td>
-<td align="left">Open/editable</td>
-<td align="left">Tick box only</td>
+<td>Adjustable auxiliary heater</td>
+<td>TF5 table*</td>
+<td>Open/editable</td>
+<td>Tick box only</td>
 </tr>
 <tr class="even">
-<td align="left">Engine waste-gas heat exchanger</td>
-<td align="left">TF5 table*</td>
-<td align="left">Open/editable</td>
-<td align="left">Tick box only</td>
+<td>Engine waste-gas heat exchanger</td>
+<td>TF5 table*</td>
+<td>Open/editable</td>
+<td>Tick box only</td>
 </tr>
 </tbody>
 </table>
@@ -1958,18 +1959,18 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <thead>
 <tr class="header">
-<th align="left">Category/Input</th>
-<th align="left">Default value</th>
-<th align="left">Engineering</th>
-<th align="left">Declaration</th>
+<th>Category/Input</th>
+<th>Default value</th>
+<th>Engineering</th>
+<th>Declaration</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Separate air distribution ducts</td>
-<td align="left">TF5 table*</td>
-<td align="left">Open/editable</td>
-<td align="left">Tick box only</td>
+<td>Separate air distribution ducts</td>
+<td>TF5 table*</td>
+<td>Open/editable</td>
+<td>Tick box only</td>
 </tr>
 </tbody>
 </table>
@@ -1984,50 +1985,50 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <table>
 <thead>
 <tr class="header">
-<th align="left">g-value</th>
-<th align="left">bonus</th>
+<th>g-value</th>
+<th>bonus</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">&lt; 0,1</td>
-<td align="left">To be simulated with g = 0,05</td>
+<td>&lt; 0,1</td>
+<td>To be simulated with g = 0,05</td>
 </tr>
 <tr class="even">
-<td align="left">0,11 – 0,20</td>
-<td align="left">To be simulated with g = 0,15</td>
+<td>0,11 – 0,20</td>
+<td>To be simulated with g = 0,15</td>
 </tr>
 <tr class="odd">
-<td align="left">0,21 – 0,30</td>
-<td align="left">To be simulated with g = 0,25</td>
+<td>0,21 – 0,30</td>
+<td>To be simulated with g = 0,25</td>
 </tr>
 <tr class="even">
-<td align="left">0,31 – 0,40</td>
-<td align="left">To be simulated with g = 0,35</td>
+<td>0,31 – 0,40</td>
+<td>To be simulated with g = 0,35</td>
 </tr>
 <tr class="odd">
-<td align="left">0,41 – 0,50</td>
-<td align="left">To be simulated with g = 0,45</td>
+<td>0,41 – 0,50</td>
+<td>To be simulated with g = 0,45</td>
 </tr>
 <tr class="even">
-<td align="left">0,51 – 0,60</td>
-<td align="left">To be simulated with g = 0,55</td>
+<td>0,51 – 0,60</td>
+<td>To be simulated with g = 0,55</td>
 </tr>
 <tr class="odd">
-<td align="left">0,61 – 0,70</td>
-<td align="left">To be simulated with g = 0,65</td>
+<td>0,61 – 0,70</td>
+<td>To be simulated with g = 0,65</td>
 </tr>
 <tr class="even">
-<td align="left">0,71 – 0,80</td>
-<td align="left">To be simulated with g = 0,75</td>
+<td>0,71 – 0,80</td>
+<td>To be simulated with g = 0,75</td>
 </tr>
 <tr class="odd">
-<td align="left">0,81 – 0,90</td>
-<td align="left">To be simulated with g = 0,85</td>
+<td>0,81 – 0,90</td>
+<td>To be simulated with g = 0,85</td>
 </tr>
 <tr class="even">
-<td align="left">0,91 - 1</td>
-<td align="left">To be simulated with g = 0,95</td>
+<td>0,91 - 1</td>
+<td>To be simulated with g = 0,95</td>
 </tr>
 </tbody>
 </table>
@@ -2040,26 +2041,26 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Phase</th>
-<th align="left">With thermal comfort roof mounted system</th>
-<th align="left">Without thermal comfort roof mounted system</th>
+<th>Phase</th>
+<th>With thermal comfort roof mounted system</th>
+<th>Without thermal comfort roof mounted system</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>Cooling</strong></td>
-<td align="left">High (20x internal volume / h)</td>
-<td align="left">Low (7x internal volume / h)</td>
+<td><strong>Cooling</strong></td>
+<td>High (20x internal volume / h)</td>
+<td>Low (7x internal volume / h)</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>Ventilation</strong></td>
-<td align="left">High (20x internal volume / h)</td>
-<td align="left">Low (7x internal volume / h)</td>
+<td><strong>Ventilation</strong></td>
+<td>High (20x internal volume / h)</td>
+<td>Low (7x internal volume / h)</td>
 </tr>
 <tr class="odd">
-<td align="left"><strong>Heating</strong></td>
-<td align="left">High (10x internal volume / h)</td>
-<td align="left">Low (7x internal volume / h)</td>
+<td><strong>Heating</strong></td>
+<td>High (10x internal volume / h)</td>
+<td>Low (7x internal volume / h)</td>
 </tr>
 </tbody>
 </table>
@@ -2306,7 +2307,7 @@ Version: VECTO 3.1 / VectoCore 3.1.0 / VectoCmd 3.1.0</p>
 <div id="gearbox-editor" class="section level2">
 <h2>Gearbox Editor</h2>
 <div class="figure">
-<img src="data:image/jpeg;base64,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" />
+<img src="data:image/png;base64,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" />
 
 </div>
 <div id="description-10" class="section level3">
@@ -2361,7 +2362,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 </div>
 <div id="gear-shift-strategy-parameters" class="section level3">
 <h3>Gear shift strategy parameters</h3>
-<p>Since version Vecto 3.0.3 the gearshift polygon calculation according to the ACEA White Book 2016 is implemented and since Vecto 3.0.4 the ACEA White Book 2016 shift strategy for AMT and MT is implemented. For details on this topic please see the ACEA White Book 2016.</p>
+<p>Since version Vecto 3.0.3 the gearshift polygon calculation according to the ACEA White Book 2016 is implemented and since Vecto 3.0.4 the ACEA White Book 2016 shift strategy for AMT and MT is implemented. The AT-S and AT-P strategies are implemented since Version 3.1.0. For details on this topic please see the ACEA White Book 2016.</p>
 <div class="figure">
 <img src="data:image/svg+xml;base64,<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!-- Created with Inkscape (http://www.inkscape.org/) -->

<svg
   xmlns:dc="http://purl.org/dc/elements/1.1/"
   xmlns:cc="http://creativecommons.org/ns#"
   xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
   xmlns:svg="http://www.w3.org/2000/svg"
   xmlns="http://www.w3.org/2000/svg"
   xmlns:xlink="http://www.w3.org/1999/xlink"
   xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
   xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
   width="236.27292mm"
   height="196.85001mm"
   viewBox="0 0 837.18751 697.50002"
   id="svg4793"
   version="1.1"
   inkscape:version="0.91 r13725"
   sodipodi:docname="VECTO_GearboxForm_ann.svg">
  <defs
     id="defs4795" />
  <sodipodi:namedview
     id="base"
     pagecolor="#ffffff"
     bordercolor="#666666"
     borderopacity="1.0"
     inkscape:pageopacity="0.0"
     inkscape:pageshadow="2"
     inkscape:zoom="1.4"
     inkscape:cx="276.74785"
     inkscape:cy="240.03048"
     inkscape:document-units="px"
     inkscape:current-layer="layer1"
     showgrid="false"
     fit-margin-top="0"
     fit-margin-left="0"
     fit-margin-right="0"
     fit-margin-bottom="0"
     inkscape:window-width="1920"
     inkscape:window-height="1138"
     inkscape:window-x="-8"
     inkscape:window-y="-8"
     inkscape:window-maximized="1" />
  <metadata
     id="metadata4798">
    <rdf:RDF>
      <cc:Work
         rdf:about="">
        <dc:format>image/svg+xml</dc:format>
        <dc:type
           rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
        <dc:title></dc:title>
      </cc:Work>
    </rdf:RDF>
  </metadata>
  <g
     inkscape:label="Layer 1"
     inkscape:groupmode="layer"
     id="layer1"
     transform="translate(52.879452,-212.18367)"
     sodipodi:insensitive="true">
    <image
       y="212.18367"
       x="-52.879452"
       id="image4809"
       xlink:href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcU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"
       preserveAspectRatio="none"
       height="697.5"
       width="837.1875" />
  </g>
  <g
     inkscape:groupmode="layer"
     id="layer4"
     inkscape:label="Layer 2">
    <rect
       transform="translate(52.879452,-212.18367)"
       y="667.89728"
       x="-31.833775"
       height="96.429901"
       width="405.76578"
       id="rect3358-9"
       style="opacity:0.54299999;fill:none;fill-opacity:0.11764706;stroke:#fd0000;stroke-width:2.5;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" />
  </g>
</svg>
" />
 
@@ -2381,8 +2382,30 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <dt>Minimum shift time [s]</dt>
 <dd>Limits the time between two gear shifts. This rule will be ignored if rpms are too high or too low.
 </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>.
+</dl>
+<h3 id="shift-strategy-parameters">Shift Strategy Parameters</h3>
+<dl>
+<dt>Downshift after upshift delay [s]</dt>
+<dd>Minimal duration between an upshift and a consecutive downshift.
+</dd>
+<dt>Upshift after downshift delay [s]</dt>
+<dd>Minimal duration between an downshift and a consecutive upshift.
+</dd>
+<dt>Min. acceleration after upshift [m/s²]</dt>
+<dd>Limit for the minimal achievable acceleration to test if an upshift is reasonable.
+</dd>
+</dl>
+<h3 id="start-gear">Start Gear</h3>
+<p>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>.</p>
+<dl>
+<dt>Torque reserve</dt>
+<dd>The minimal torque reserve which has to be provided.
+</dd>
+<dt>Reference vehicle speed at clutch-in</dt>
+<dd>The reference vehicle speed
+</dd>
+<dt>Reference acceleration at clutch-in</dt>
+<dd>The reference acceleration
 </dd>
 </dl>
 </div>
@@ -2393,17 +2416,43 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <dt>Torque converter characteristics file</dt>
 <dd>Defines the <a href="#torque-converter-characteristics-.vtcc">Torque converter characteristics file</a> containing the torque ratio and reference torque over the speed ratio.
 </dd>
+<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>
 <dt>Reference RPM</dt>
 <dd>Defines the reference speed at which the torque converter characteristics file was measured.
 </dd>
-<dt>Inertia [kgm²]</dt>
-<dd>Rotational inertia of the engine-side part of the torque converter. (Gearbox-side inertia is not considered in VECTO.)
+<dt>Max. Speed</dt>
+<dd>Defines the maximum input speed the torque converter can handle.
 </dd>
 <dt>Torque converter shift polygon</dt>
 <dd>Defines the <a href="#shift-polygons-input-file-.vgbs">Shift Polygons InputFile (.vgbs)</a> separately for the torque converter. For details on shifting from/to the torque converter gear please see <a href="#gear-shift-rules-for-at-gearbox">AT Gear Shift Strategy</a>.
 </dd>
 </dl>
 </div>
+<div id="torque-converter-minimal-acceleration-after-upshift" class="section level3">
+<h3>Torque Converter: Minimal acceleration after upshift</h3>
+<p>Here the minimal achievable accelerations before upshifts can be defined.</p>
+<dl>
+<dt>Acc. for C-&gt;L [m/s²]</dt>
+<dd>The minimal achievable acceleration for shifts from torque converter gear to locked gear.
+</dd>
+<dt>Acc. for C-&gt;C [m/s²]</dt>
+<dd>The minimal achievable acceleration for shifts from first torque converter gear to second torque converter gear (1C-&gt;2C)
+</dd>
+</dl>
+</div>
+<div id="power-shift-losses" class="section level3">
+<h3>Power shift losses</h3>
+<dl>
+<dt>Shift time [s]</dt>
+<dd>The shift time for powershift losses.
+</dd>
+<dt>Inertia factor [-]</dt>
+<dd>The inertia factor for powershift losses.
+</dd>
+</dl>
+</div>
 <div id="chart-area-2" class="section level3">
 <h3>Chart Area</h3>
 <p>The Chart Area displays the <a href="#shift-polygons-input-file-.vgbs">Shift Polygons Input File(.vgbs)</a> as well as the declaration mode shift polygons (dashed lines) for the selected gear.</p>
@@ -2821,52 +2870,52 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 </colgroup>
 <tbody>
 <tr class="odd">
-<td align="left">RRC</td>
-<td align="left">[-]</td>
-<td align="left">Total rolling resistance coefficient used for calculation</td>
-<td align="left">[calculated]</td>
+<td>RRC</td>
+<td>[-]</td>
+<td>Total rolling resistance coefficient used for calculation</td>
+<td>[calculated]</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-file">Vehicle File</a>.</td>
-<td align="left">[user input]</td>
+<td>s<sub>(i)</sub></td>
+<td>[-]</td>
+<td>Relative axle load. Defined in the <a href="#vehicle-file">Vehicle File</a>.</td>
+<td>[user input]</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-file">Vehicle File</a>.</td>
-<td align="left">[user input]</td>
+<td>RRC<sub>ISO(i)</sub></td>
+<td>[-]</td>
+<td>…Tyre RRC according to ISO 28580. Defined in the <a href="#vehicle-file">Vehicle File</a>.</td>
+<td>[user input]</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 <a href="#vehicle-file">Vehicle File</a>.</td>
-<td align="left">[user input]</td>
+<td>w<sub>(i)</sub></td>
+<td>[-]</td>
+<td>Number of tyres (4 if Twin Tyres, else 2). Defined in the <a href="#vehicle-file">Vehicle File</a>.</td>
+<td>[user input]</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-file">Vehicle File</a>.</td>
-<td align="left">[user input]</td>
+<td>F<sub>zISO(i)</sub></td>
+<td>[N]</td>
+<td>Tyre test load according to ISO 28580 (85% of max. load capacity). Defined in the <a href="#vehicle-file">Vehicle File</a>.</td>
+<td>[user input]</td>
 </tr>
 <tr class="even">
-<td align="left">m</td>
-<td align="left">[kg]</td>
-<td align="left">Vehicle mass plus loading.</td>
-<td align="left">[calculated]</td>
+<td>m</td>
+<td>[kg]</td>
+<td>Vehicle mass plus loading.</td>
+<td>[calculated]</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, Vecto 3.x: 9.80665)</td>
-<td align="left">[constant model parameter]</td>
+<td>g</td>
+<td>[m/s²]</td>
+<td>Earth gravity acceleration (constant = 9.81, Vecto 3.x: 9.80665)</td>
+<td>[constant model parameter]</td>
 </tr>
 <tr class="even">
-<td align="left">β</td>
-<td align="left">[-]</td>
-<td align="left">Constant parameter = 0.9</td>
-<td align="left">[constant model parameter]</td>
+<td>β</td>
+<td>[-]</td>
+<td>Constant parameter = 0.9</td>
+<td>[constant model parameter]</td>
 </tr>
 </tbody>
 </table>
@@ -2922,60 +2971,60 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <table>
 <thead>
 <tr class="header">
-<th align="left">Mission profile</th>
-<th align="left">WF<sub>urb</sub></th>
-<th align="left">WF<sub>rur</sub></th>
-<th align="left">WF<sub>mot</sub></th>
+<th>Mission profile</th>
+<th>WF<sub>urb</sub></th>
+<th>WF<sub>rur</sub></th>
+<th>WF<sub>mot</sub></th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Long haul</td>
-<td align="left">11%</td>
-<td align="left">0%</td>
-<td align="left">89%</td>
+<td>Long haul</td>
+<td>11%</td>
+<td>0%</td>
+<td>89%</td>
 </tr>
 <tr class="even">
-<td align="left">Regional delivery</td>
-<td align="left">17%</td>
-<td align="left">30%</td>
-<td align="left">53%</td>
+<td>Regional delivery</td>
+<td>17%</td>
+<td>30%</td>
+<td>53%</td>
 </tr>
 <tr class="odd">
-<td align="left">Urban delivery</td>
-<td align="left">69%</td>
-<td align="left">27%</td>
-<td align="left">4%</td>
+<td>Urban delivery</td>
+<td>69%</td>
+<td>27%</td>
+<td>4%</td>
 </tr>
 <tr class="even">
-<td align="left">Municipial utility</td>
-<td align="left">98%</td>
-<td align="left">0%</td>
-<td align="left">2%</td>
+<td>Municipial utility</td>
+<td>98%</td>
+<td>0%</td>
+<td>2%</td>
 </tr>
 <tr class="odd">
-<td align="left">Construction</td>
-<td align="left">62%</td>
-<td align="left">32%</td>
-<td align="left">6%</td>
+<td>Construction</td>
+<td>62%</td>
+<td>32%</td>
+<td>6%</td>
 </tr>
 <tr class="even">
-<td align="left">Citybus</td>
-<td align="left">100%</td>
-<td align="left">0%</td>
-<td align="left">0%</td>
+<td>Citybus</td>
+<td>100%</td>
+<td>0%</td>
+<td>0%</td>
 </tr>
 <tr class="odd">
-<td align="left">Interurban bus</td>
-<td align="left">45%</td>
-<td align="left">36%</td>
-<td align="left">19%</td>
+<td>Interurban bus</td>
+<td>45%</td>
+<td>36%</td>
+<td>19%</td>
 </tr>
 <tr class="even">
-<td align="left">Coach</td>
-<td align="left">0%</td>
-<td align="left">22%</td>
-<td align="left">78%</td>
+<td>Coach</td>
+<td>0%</td>
+<td>22%</td>
+<td>78%</td>
 </tr>
 </tbody>
 </table>
@@ -3020,6 +3069,30 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <p>For AT gearbox with serial torque converter, the torque converter uses the same ratio and mechanical losses as the first gear (and second, depending on the gear ratios), and adds the torque converter.</p>
 <p>For AT gearboxes using power split the torque converter characteristics already takes the transmission ratio and mechanical losses into account. Hence, Vecto sets the ratio for the mechanical gear to 1 without additional losses.</p>
 <p>The .vmod file for vehicles with AT gearboxes contains an additional column that indicates if the torque converter is locked or not.</p>
+<div id="gearshift-losses-for-at-gearboxes" class="section level3">
+<h3>Gearshift losses for AT Gearboxes</h3>
+<p>For AT gearboxes the losses during a power-shift are modeled according to the following equations</p>
+<div id="basic-assumptions" class="section level4">
+<h4>Basic assumptions</h4>
+<ul>
+<li>Only power-shifts with positive power at gearbox output side are considered.</li>
+<li>Both upshifts and downshifts with positive power at gearbox output side have to be considered.</li>
+<li>The power at gearbox output side is assumed to be constant during a power-shift</li>
+</ul>
+</div>
+<div id="power-shift-loss-computation" class="section level4">
+<h4>Power-shift loss computation</h4>
+<p>Model parameters: shift time (<span class="math inline">\(t_s\)</span>), inertia factor (<span class="math inline">\(f_I\)</span>)</p>
+<div class="figure">
+<img src="data:image/png;base64,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" alt="Engine speed, clutch speed during power-shift" />
+<p class="caption">Engine speed, clutch speed during power-shift</p>
+</div>
+<p><span class="math inline">\(T_{PS,loss} = |(T_{GBX,in} + T_{inertia}) * \Delta\omega_F| * t_s / dt\)</span></p>
+<p><span class="math inline">\(T_{inertia} = f_I * I_{engine} * \Delta\omega_I / dt\)</span></p>
+<p><span class="math inline">\(\Delta\omega_I = \omega_{engine,1} - \omega_{engine,2}\)</span></p>
+<p><span class="math inline">\(\Delta\omega_F = (\omega_{engine,1} - \omega_{engine,1^*}) / 2\)</span></p>
+</div>
+</div>
 </div>
 <div id="gear-shift-model-mt-amt" class="section level2">
 <h2>Gear Shift Model (MT, AMT)</h2>
@@ -3092,14 +3165,15 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <div id="upshift-rules" class="section level3">
 <h3>Upshift rules</h3>
 <ul>
-<li>If engine speed in the next gear (see shift sequence) is above the upshift line AND</li>
-<li>The engine can provide at least the same power as currently required (i.e., can keep the current acceleration)</li>
+<li>If engine speed and engine torque in the next gear (see shift sequence) is above the upshift line AND</li>
+<li>the acceleration in the next gear is above a certain threshold if the driver is accelerating, i.e., acceleration_nextGear &gt; min(Min. acceleration threshold, Driver acceleration)</li>
 </ul>
+<p>The user interface allows to enter two acceleration thresholds, one for locked gear to locked gear shifts and another vor converter to locked gear shifts. For converter to converter shifts the latter threshold applies.</p>
 </div>
 <div id="downshift" class="section level3">
 <h3>Downshift</h3>
 <ul>
-<li><p>If the engine speed falls below engine’s idle speed</p></li>
+<li><p>If the engine speed falls below the downshift curve</p></li>
 <li>Drivetrain in “Neutral” when either
 <ul>
 <li>velocity &lt; 5 km/h</li>
@@ -3111,6 +3185,8 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <h3>Shift parameters</h3>
 <ul>
 <li>Min. time between two consecutive gearshifts.</li>
+<li>Min. acceleration after gearshift for L to L gear shifts</li>
+<li>Min. acceleration after gearhsift for C to L (and C to C) gear shifts</li>
 </ul>
 </div>
 </div>
@@ -3142,6 +3218,7 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <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 greater than one (ν&gt;1) in order to calculate overrun conditions or engine drag (torque&lt;0).</p>
+<p><strong>Note:</strong> The torque converter characteristics must not contain parts where either the torque ratio or the input torque are constant!</p>
 <div class="declaration">
 <p>In declaration mode, the torque converter for drag points is automatically appended by VECTO. Input data with a speed ratio ≥ 1 are skipped.</p>
 <p>For Power Split transmissions, where the torque converter characteristics already contains the gearbox losses and transmission ratio, the generic drag points are adapted according to the following equations:</p>
@@ -3183,54 +3260,54 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 </colgroup>
 <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>
+<td>n<sub>Eng</sub></td>
+<td>Calculated engine speed.</td>
+<td>[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>
+<td>TransRatio</td>
+<td>Speed ratio between auxiliary and engine. <a href="#auxiliary-input-file-.vaux">Defined in the Auxiliary File</a>.</td>
+<td>[-]</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>
+<td>n<sub>aux</sub></td>
+<td>Auxiliary speed</td>
+<td>[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-cycles">Defined in the driving cycle</a>.</td>
-<td align="left">[kW]</td>
+<td>P<sub>supply</sub></td>
+<td>Effective supply power demand. <a href="#driving-cycles">Defined in the driving cycle</a>.</td>
+<td>[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>
+<td>EffToSply</td>
+<td>Consumer efficiency. <a href="#auxiliary-input-file-.vaux">Defined in the Auxiliary File</a>.</td>
+<td>[-]</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>
+<td>P<sub>auxOut</sub></td>
+<td>Auxiliary output power</td>
+<td>[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>
+<td>EffMap</td>
+<td>Auxiliary efficiency map. <a href="#auxiliary-input-file-.vaux">Defined in the Auxiliary File</a>.</td>
+<td>[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>
+<td>P<sub>auxIn</sub></td>
+<td>Auxiliary input power</td>
+<td>[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>
+<td>EffToEng</td>
+<td>Efficiency of auxiliary (belt/gear) drive. <a href="#auxiliary-input-file-.vaux">Defined in the Auxiliary File</a>.</td>
+<td>[-]</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>
+<td>P<sub>aux</sub></td>
+<td>Mechanical auxiliary power demand at the crank shaft</td>
+<td>[kW]</td>
 </tr>
 </tbody>
 </table>
@@ -3252,42 +3329,42 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <table>
 <thead>
 <tr class="header">
-<th align="left">&lt;t&gt;</th>
-<th align="left">&lt;Pwheel&gt;</th>
-<th align="left">&lt;gear&gt;</th>
-<th align="left">&lt;n&gt;</th>
+<th>&lt;t&gt;</th>
+<th>&lt;Pwheel&gt;</th>
+<th>&lt;gear&gt;</th>
+<th>&lt;n&gt;</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>
+<td>1</td>
+<td>0.0</td>
+<td>0</td>
+<td>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>
+<td>2</td>
+<td>0.0</td>
+<td>0</td>
+<td>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>
+<td>3</td>
+<td>14.0</td>
+<td>1</td>
+<td>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>
+<td>4</td>
+<td>51.9</td>
+<td>1</td>
+<td>705.5</td>
 </tr>
 <tr class="odd">
-<td align="left">…</td>
-<td align="left">…</td>
-<td align="left">…</td>
-<td align="left">…</td>
+<td>…</td>
+<td>…</td>
+<td>…</td>
+<td>…</td>
 </tr>
 </tbody>
 </table>
@@ -3311,50 +3388,50 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Technology</th>
-<th align="left">Power Loss [W]</th>
+<th>Technology</th>
+<th>Power Loss [W]</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">None</td>
-<td align="left">0</td>
+<td>None</td>
+<td>0</td>
 </tr>
 <tr class="even">
-<td align="left">only the drive shaft of the PTO - shift claw, synchronizer, sliding gearwheel</td>
-<td align="left">50</td>
+<td>only the drive shaft of the PTO - shift claw, synchronizer, sliding gearwheel</td>
+<td>50</td>
 </tr>
 <tr class="odd">
-<td align="left">only the drive shaft of the PTO - multi-disc clutch</td>
-<td align="left">1000</td>
+<td>only the drive shaft of the PTO - multi-disc clutch</td>
+<td>1000</td>
 </tr>
 <tr class="even">
-<td align="left">only the drive shaft of the PTO - multi-disc clutch, oil pump</td>
-<td align="left">2000</td>
+<td>only the drive shaft of the PTO - multi-disc clutch, oil pump</td>
+<td>2000</td>
 </tr>
 <tr class="odd">
-<td align="left">drive shaft and/or up to 2 gear wheels - shift claw, synchronizer, sliding gearwheel</td>
-<td align="left">300</td>
+<td>drive shaft and/or up to 2 gear wheels - shift claw, synchronizer, sliding gearwheel</td>
+<td>300</td>
 </tr>
 <tr class="even">
-<td align="left">drive shaft and/or up to 2 gear wheels - multi-disc clutch</td>
-<td align="left">1500</td>
+<td>drive shaft and/or up to 2 gear wheels - multi-disc clutch</td>
+<td>1500</td>
 </tr>
 <tr class="odd">
-<td align="left">drive shaft and/or up to 2 gear wheels - multi-disc clutch, oil pump</td>
-<td align="left">3000</td>
+<td>drive shaft and/or up to 2 gear wheels - multi-disc clutch, oil pump</td>
+<td>3000</td>
 </tr>
 <tr class="even">
-<td align="left">drive shaft and/or more than 2 gear wheels - shift claw, synchronizer, sliding gearwheel</td>
-<td align="left">600</td>
+<td>drive shaft and/or more than 2 gear wheels - shift claw, synchronizer, sliding gearwheel</td>
+<td>600</td>
 </tr>
 <tr class="odd">
-<td align="left">drive shaft and/or more than 2 gear wheels - multi-disc clutch</td>
-<td align="left">2000</td>
+<td>drive shaft and/or more than 2 gear wheels - multi-disc clutch</td>
+<td>2000</td>
 </tr>
 <tr class="even">
-<td align="left">drive shaft and/or more than 2 gear wheels - multi-disc clutch, oil pump</td>
-<td align="left">4000</td>
+<td>drive shaft and/or more than 2 gear wheels - multi-disc clutch, oil pump</td>
+<td>4000</td>
 </tr>
 </tbody>
 </table>
@@ -3396,28 +3473,28 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 </colgroup>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>Header:</strong></td>
-<td align="left">Vecto CSV needs exactly one header line with the definition of the columns at the beginning of the file. <br>Columns can be surrounded with “&lt;” and “&gt;” to mark them as identifiers (which makes them position independent). In Vecto 3.x every column is seen as identifier, regardless of “&lt;&gt;”. <br>Columns may be succeded with unit information (enclosed in “[&quot; and “]”) for documentation purposes.</td>
+<td><strong>Header:</strong></td>
+<td>Vecto CSV needs exactly one header line with the definition of the columns at the beginning of the file. <br>Columns can be surrounded with “&lt;” and “&gt;” to mark them as identifiers (which makes them position independent). In Vecto 3.x every column is seen as identifier, regardless of “&lt;&gt;”. <br>Columns may be succeded with unit information (enclosed in “[&quot; and “]”) for documentation purposes.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>Column Separator:</strong></td>
-<td align="left"><strong>,</strong> (Comma. Separates the columns of a data line.)</td>
+<td><strong>Column Separator:</strong></td>
+<td><strong>,</strong> (Comma. Separates the columns of a data line.)</td>
 </tr>
 <tr class="odd">
-<td align="left"><strong>Decimal-Mark:</strong></td>
-<td align="left"><strong>.</strong> (Dot. Splits numbers into integer part and decimal part.)</td>
+<td><strong>Decimal-Mark:</strong></td>
+<td><strong>.</strong> (Dot. Splits numbers into integer part and decimal part.)</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>Thousand-Separator:</strong></td>
-<td align="left">Vecto CSV does not allow a thousand-separator.</td>
+<td><strong>Thousand-Separator:</strong></td>
+<td>Vecto CSV does not allow a thousand-separator.</td>
 </tr>
 <tr class="odd">
-<td align="left"><strong>Comments:</strong></td>
-<td align="left"><strong>#</strong> (Number sign. Declares text coming afterwards in the current line as comment.)</td>
+<td><strong>Comments:</strong></td>
+<td><strong>#</strong> (Number sign. Declares text coming afterwards in the current line as comment.)</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>Whitespace:</strong></td>
-<td align="left">Whitespaces between columns will be stripped away. Therefore it is possible to align the columns for better readability, if desired.</td>
+<td><strong>Whitespace:</strong></td>
+<td>Whitespaces between columns will be stripped away. Therefore it is possible to align the columns for better readability, if desired.</td>
 </tr>
 </tbody>
 </table>
@@ -3977,26 +4054,26 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Identifier</th>
-<th align="left">Unit</th>
-<th align="left">Description</th>
+<th>Identifier</th>
+<th>Unit</th>
+<th>Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>t</strong></td>
-<td align="left">[s]</td>
-<td align="left">The time during the pto cycle. Must always be increasing.</td>
+<td><strong>t</strong></td>
+<td>[s]</td>
+<td>The time during the pto cycle. Must always be increasing.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>Engine speed</strong></td>
-<td align="left">[rpm]</td>
-<td align="left">Actual engine speed</td>
+<td><strong>Engine speed</strong></td>
+<td>[rpm]</td>
+<td>Actual engine speed</td>
 </tr>
 <tr class="odd">
-<td align="left"><strong>PTO Torque</strong></td>
-<td align="left">[Nm]</td>
-<td align="left">The torque at the PTO consumer (including prop-shaft losses if applicable) as measured by the DIN test converted to torque at engine speed</td>
+<td><strong>PTO Torque</strong></td>
+<td>[Nm]</td>
+<td>The torque at the PTO consumer (including prop-shaft losses if applicable) as measured by the DIN test converted to torque at engine speed</td>
 </tr>
 </tbody>
 </table>
@@ -4022,21 +4099,21 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Identifier</th>
-<th align="left">Unit</th>
-<th align="left">Description</th>
+<th>Identifier</th>
+<th>Unit</th>
+<th>Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>Engine speed</strong></td>
-<td align="left">[rpm]</td>
-<td align="left">The engine speed.</td>
+<td><strong>Engine speed</strong></td>
+<td>[rpm]</td>
+<td>The engine speed.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>PTO Torque</strong></td>
-<td align="left">[Nm]</td>
-<td align="left">Torque Loss by the PTO consumer (including prop-shaft losses if applicable) as measured by the DIN test converted to torque at engine speed</td>
+<td><strong>PTO Torque</strong></td>
+<td>[Nm]</td>
+<td>Torque Loss by the PTO consumer (including prop-shaft losses if applicable) as measured by the DIN test converted to torque at engine speed</td>
 </tr>
 </tbody>
 </table>
@@ -4705,51 +4782,56 @@ CycleTime,UnknownCycleName,3600</code></pre>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Identifier</th>
-<th align="left">Unit</th>
-<th align="left">Description</th>
+<th>Identifier</th>
+<th>Unit</th>
+<th>Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>s</strong></td>
-<td align="left">[m]</td>
-<td align="left">Traveled distance. Must always be increasing.</td>
+<td><strong>s</strong></td>
+<td>[m]</td>
+<td>Traveled distance. Must always be increasing.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>v</strong></td>
-<td align="left">[km/h]</td>
-<td align="left">The target vehicle velocity. Must be &gt;= 0 km/h.</td>
+<td><strong>v</strong></td>
+<td>[km/h]</td>
+<td>The target vehicle velocity. Must be &gt;= 0 km/h.</td>
 </tr>
 <tr class="odd">
-<td align="left"><strong>stop</strong></td>
-<td align="left">[s]</td>
-<td align="left">Stopping Time. Defines the time span the vehicle is standing still (time the vehicle spending in a stop phase). After this time, the vehicle tries to accelerate to &lt;v&gt;.</td>
+<td><strong>stop</strong></td>
+<td>[s]</td>
+<td>Stopping Time. Defines the time span the vehicle is standing still (time the vehicle spending in a stop phase). After this time, the vehicle tries to accelerate to &lt;v&gt;.</td>
 </tr>
 <tr class="even">
-<td align="left"><em>Padd</em></td>
-<td align="left">[kW]</td>
-<td align="left">Additional auxiliary power demand. This power demand will be directly added to the engine power in addition to possible other auxiliaries. Must be &gt;= 0 kW.</td>
+<td><em>Padd</em></td>
+<td>[kW]</td>
+<td>Additional auxiliary power demand. This power demand will be directly added to the engine power in addition to possible other auxiliaries. Must be &gt;= 0 kW.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>grad</em></td>
-<td align="left">[%]</td>
-<td align="left">The road gradient.</td>
+<td><em>grad</em></td>
+<td>[%]</td>
+<td>The road gradient.</td>
 </tr>
 <tr class="even">
-<td align="left"><em>PTO</em></td>
-<td align="left">[0/1]</td>
-<td align="left">“0”=disabled or “1”=enabled. If at a vehicle stop (defined by target velocity=0) “1” is specified, the PTO cycle as specified in the <em>.vptoc–File is simulated. The PTO activation is added to the simulation time in the middle of the stopping time as defined by the cycle parameter “stop”. The PTO Cycle can be specified in the <a href="#vehicle-editor"><strong>Vehicle Editor</strong></a>. | | </em>vair_res*</td>
+<td><em>PTO</em></td>
+<td>[0/1]</td>
+<td>“0”=disabled or “1”=enabled. If at a vehicle stop (defined by target velocity=0) “1” is specified, the PTO cycle as specified in the *.vptoc–File is simulated. The PTO activation is added to the simulation time in the middle of the stopping time as defined by the cycle parameter “stop”. The PTO Cycle can be specified in the <a href="#vehicle-editor"><strong>Vehicle Editor</strong></a>.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>vair_beta</em></td>
-<td align="left">[°]</td>
-<td align="left">Wind Yaw Angle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
+<td><em>vair_res</em></td>
+<td>[km/h]</td>
+<td>Air speed relative to vehicle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
 </tr>
 <tr class="even">
-<td align="left"><em>Aux_ID</em></td>
-<td align="left">[kW]</td>
-<td align="left">Auxiliary Supply Power. Can be defined multiple times with different Identifiers. The supply power input for each auxiliary defined in the <a href="#job-file">.vecto file</a> with the corresponding ID. ID’s are not case sensitive and must only contain letters and numbers [a-z,A-Z,0-9]. Must be &gt;= 0 kW.</td>
+<td><em>vair_beta</em></td>
+<td>[°]</td>
+<td>Wind Yaw Angle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
+</tr>
+<tr class="odd">
+<td><em>Aux_ID</em></td>
+<td>[kW]</td>
+<td>Auxiliary Supply Power. Can be defined multiple times with different Identifiers. The supply power input for each auxiliary defined in the <a href="#job-file">.vecto file</a> with the corresponding ID. ID’s are not case sensitive and must only contain letters and numbers [a-z,A-Z,0-9]. Must be &gt;= 0 kW.</td>
 </tr>
 </tbody>
 </table>
@@ -4757,41 +4839,41 @@ CycleTime,UnknownCycleName,3600</code></pre>
 <table>
 <thead>
 <tr class="header">
-<th align="left">&lt;s&gt; [m]</th>
-<th align="left">&lt;v&gt; [km/h]</th>
-<th align="left">&lt;stop&gt; [s]</th>
-<th align="left">&lt;grad&gt; [%]</th>
-<th align="left">&lt;Padd&gt; [kW]</th>
+<th>&lt;s&gt; [m]</th>
+<th>&lt;v&gt; [km/h]</th>
+<th>&lt;stop&gt; [s]</th>
+<th>&lt;grad&gt; [%]</th>
+<th>&lt;Padd&gt; [kW]</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">0</td>
-<td align="left">10</td>
-<td align="left">10</td>
-<td align="left">2.95</td>
-<td align="left">1.5</td>
+<td>0</td>
+<td>10</td>
+<td>10</td>
+<td>2.95</td>
+<td>1.5</td>
 </tr>
 <tr class="even">
-<td align="left">1</td>
-<td align="left">20</td>
-<td align="left">0</td>
-<td align="left">2.97</td>
-<td align="left">1.3</td>
+<td>1</td>
+<td>20</td>
+<td>0</td>
+<td>2.97</td>
+<td>1.3</td>
 </tr>
 <tr class="odd">
-<td align="left">2</td>
-<td align="left">35</td>
-<td align="left">0</td>
-<td align="left">3.03</td>
-<td align="left">1.3</td>
+<td>2</td>
+<td>35</td>
+<td>0</td>
+<td>3.03</td>
+<td>1.3</td>
 </tr>
 <tr class="even">
-<td align="left">3</td>
-<td align="left">50</td>
-<td align="left">0</td>
-<td align="left">2.99</td>
-<td align="left">1.3</td>
+<td>3</td>
+<td>50</td>
+<td>0</td>
+<td>2.99</td>
+<td>1.3</td>
 </tr>
 </tbody>
 </table>
@@ -4809,46 +4891,46 @@ CycleTime,UnknownCycleName,3600</code></pre>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Identifier</th>
-<th align="left">Unit</th>
-<th align="left">Description</th>
+<th>Identifier</th>
+<th>Unit</th>
+<th>Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>t</strong></td>
-<td align="left">[s]</td>
-<td align="left">The absolute time. Must always be increasing.</td>
+<td><strong>t</strong></td>
+<td>[s]</td>
+<td>The absolute time. Must always be increasing.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>v</strong></td>
-<td align="left">[km/h]</td>
-<td align="left">The actual velocity of the vehicle. Must be &gt;= 0 km/h.</td>
+<td><strong>v</strong></td>
+<td>[km/h]</td>
+<td>The actual velocity of the vehicle. Must be &gt;= 0 km/h.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>Padd</em></td>
-<td align="left">[kW]</td>
-<td align="left">Additional auxiliary power demand. This power demand will be directly added to the engine power in addition to possible other auxiliaries. Must be &gt;= 0 kW.</td>
+<td><em>Padd</em></td>
+<td>[kW]</td>
+<td>Additional auxiliary power demand. This power demand will be directly added to the engine power in addition to possible other auxiliaries. Must be &gt;= 0 kW.</td>
 </tr>
 <tr class="even">
-<td align="left"><em>grad</em></td>
-<td align="left">[%]</td>
-<td align="left">The road gradient.</td>
+<td><em>grad</em></td>
+<td>[%]</td>
+<td>The road gradient.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>vair_res</em></td>
-<td align="left">[km/h]</td>
-<td align="left">Air speed relative to vehicle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
+<td><em>vair_res</em></td>
+<td>[km/h]</td>
+<td>Air speed relative to vehicle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
 </tr>
 <tr class="even">
-<td align="left"><em>vair_beta</em></td>
-<td align="left">[°]</td>
-<td align="left">Wind Yaw Angle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
+<td><em>vair_beta</em></td>
+<td>[°]</td>
+<td>Wind Yaw Angle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>Aux_ID</em></td>
-<td align="left">[kW]</td>
-<td align="left">Auxiliary Supply Power. Can be defined multiple times with different Identifiers. The supply power input for each auxiliary defined in the <a href="#job-editor">.vecto file</a> with the corresponding ID. ID’s are not case sensitive and must only contain letters and numbers [a-z,A-Z,0-9]. Must be &gt;= 0 kW.</td>
+<td><em>Aux_ID</em></td>
+<td>[kW]</td>
+<td>Auxiliary Supply Power. Can be defined multiple times with different Identifiers. The supply power input for each auxiliary defined in the <a href="#job-editor">.vecto file</a> with the corresponding ID. ID’s are not case sensitive and must only contain letters and numbers [a-z,A-Z,0-9]. Must be &gt;= 0 kW.</td>
 </tr>
 </tbody>
 </table>
@@ -4856,36 +4938,36 @@ CycleTime,UnknownCycleName,3600</code></pre>
 <table>
 <thead>
 <tr class="header">
-<th align="left">&lt;t&gt; [s]</th>
-<th align="left">&lt;v&gt; [km/h]</th>
-<th align="left">&lt;grad&gt; [%]</th>
-<th align="left">&lt;Padd&gt; [kW]</th>
+<th>&lt;t&gt; [s]</th>
+<th>&lt;v&gt; [km/h]</th>
+<th>&lt;grad&gt; [%]</th>
+<th>&lt;Padd&gt; [kW]</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">0</td>
-<td align="left">0</td>
-<td align="left">2.95</td>
-<td align="left">1.5</td>
+<td>0</td>
+<td>0</td>
+<td>2.95</td>
+<td>1.5</td>
 </tr>
 <tr class="even">
-<td align="left">1</td>
-<td align="left">0.6</td>
-<td align="left">2.97</td>
-<td align="left">1.3</td>
+<td>1</td>
+<td>0.6</td>
+<td>2.97</td>
+<td>1.3</td>
 </tr>
 <tr class="odd">
-<td align="left">2</td>
-<td align="left">1.2</td>
-<td align="left">3.03</td>
-<td align="left">1.3</td>
+<td>2</td>
+<td>1.2</td>
+<td>3.03</td>
+<td>1.3</td>
 </tr>
 <tr class="even">
-<td align="left">3</td>
-<td align="left">2.4</td>
-<td align="left">2.99</td>
-<td align="left">1.3</td>
+<td>3</td>
+<td>2.4</td>
+<td>2.99</td>
+<td>1.3</td>
 </tr>
 </tbody>
 </table>
@@ -4893,7 +4975,7 @@ CycleTime,UnknownCycleName,3600</code></pre>
 <div id="engineering-mode-measured-speed-with-gear-time-based-cycle" class="section level3">
 <h3>Engineering Mode: Measured-Speed With Gear, Time-Based Cycle</h3>
 <p>This driving cycle defines the actual measured speed of the vehicle, the gear, and the engine speed over time. It overrides the shift strategy of Vecto and also directly sets the engine speed.</p>
-<p>Header: <strong>&lt;t&gt;, &lt;v&gt;, &lt;gear&gt;</strong><em>[, &lt;grad&gt;][, &lt;Padd&gt;][, &lt;vair_res&gt;, &lt;vair_beta&gt;][, &lt;Aux_ID&gt;]</em></p>
+<p>Header: <strong>&lt;t&gt;, &lt;v&gt;, &lt;gear&gt;</strong><em>[, &lt;tc_active&gt;, &lt;grad&gt;][, &lt;Padd&gt;][, &lt;vair_res&gt;, &lt;vair_beta&gt;][, &lt;Aux_ID&gt;]</em></p>
 <p><strong>Bold columns</strong> are mandatory. <em>Italic columns</em> are optional. Only the listed columns are allowed (no other columns!).<br /> Units are optional and are enclosed in [square-brackets] after the header-column. Comments may be written with a preceding hash-sign “#”.</p>
 <table style="width:100%;">
 <colgroup>
@@ -4903,51 +4985,56 @@ CycleTime,UnknownCycleName,3600</code></pre>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Identifier</th>
-<th align="left">Unit</th>
-<th align="left">Description</th>
+<th>Identifier</th>
+<th>Unit</th>
+<th>Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>t</strong></td>
-<td align="left">[s]</td>
-<td align="left">The absolute time. Must always be increasing.</td>
+<td><strong>t</strong></td>
+<td>[s]</td>
+<td>The absolute time. Must always be increasing.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>v</strong></td>
-<td align="left">[km/h]</td>
-<td align="left">The actual velocity of the vehicle. Must be &gt;= 0 km/h.</td>
+<td><strong>v</strong></td>
+<td>[km/h]</td>
+<td>The actual velocity of the vehicle. Must be &gt;= 0 km/h.</td>
 </tr>
 <tr class="odd">
-<td align="left"><strong>gear</strong></td>
-<td align="left">[-]</td>
-<td align="left">The current gear. Must be &gt;= 0 (0 is neutral).</td>
+<td><strong>gear</strong></td>
+<td>[-]</td>
+<td>The current gear. Must be &gt;= 0 (0 is neutral).</td>
 </tr>
 <tr class="even">
-<td align="left"><em>Padd</em></td>
-<td align="left">[kW]</td>
-<td align="left">Additional auxiliary power demand. This power demand will be directly added to the engine power in addition to possible other auxiliaries. Must be &gt;= 0 kW.</td>
+<td><strong>tc_active</strong></td>
+<td>[-]</td>
+<td>For AT gearboxes mandatory! Indicate if the torque converter is active or locked. Depending on the gearbox type only allowed for 1st gear or 1st and 2nd gear.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>grad</em></td>
-<td align="left">[%]</td>
-<td align="left">The road gradient.</td>
+<td><em>Padd</em></td>
+<td>[kW]</td>
+<td>Additional auxiliary power demand. This power demand will be directly added to the engine power in addition to possible other auxiliaries. Must be &gt;= 0 kW.</td>
 </tr>
 <tr class="even">
-<td align="left"><em>vair_res</em></td>
-<td align="left">[km/h]</td>
-<td align="left">Air speed relative to vehicle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
+<td><em>grad</em></td>
+<td>[%]</td>
+<td>The road gradient.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>vair_beta</em></td>
-<td align="left">[°]</td>
-<td align="left">Wind Yaw Angle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
+<td><em>vair_res</em></td>
+<td>[km/h]</td>
+<td>Air speed relative to vehicle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
 </tr>
 <tr class="even">
-<td align="left"><em>Aux_ID</em></td>
-<td align="left">[kW]</td>
-<td align="left">Auxiliary Supply Power. Can be defined multiple times with different Identifiers. The supply power input for each auxiliary defined in the <a href="#job-editor">.vecto file</a> with the corresponding ID. ID’s are not case sensitive and must only contain letters and numbers [a-z,A-Z,0-9]. Must be &gt;= 0 kW.</td>
+<td><em>vair_beta</em></td>
+<td>[°]</td>
+<td>Wind Yaw Angle for cross wind correction. Only required if <a href="#cross-wind-correction"><strong>Cross Wind Correction</strong></a> is set to <strong>Vair &amp; Beta Input</strong>.</td>
+</tr>
+<tr class="odd">
+<td><em>Aux_ID</em></td>
+<td>[kW]</td>
+<td>Auxiliary Supply Power. Can be defined multiple times with different Identifiers. The supply power input for each auxiliary defined in the <a href="#job-editor">.vecto file</a> with the corresponding ID. ID’s are not case sensitive and must only contain letters and numbers [a-z,A-Z,0-9]. Must be &gt;= 0 kW.</td>
 </tr>
 </tbody>
 </table>
@@ -4955,41 +5042,41 @@ CycleTime,UnknownCycleName,3600</code></pre>
 <table>
 <thead>
 <tr class="header">
-<th align="left">&lt;t&gt; [s]</th>
-<th align="left">&lt;v&gt; [km/h]</th>
-<th align="left">&lt;gear&gt; [-]</th>
-<th align="left">&lt;grad&gt; [%]</th>
-<th align="left">&lt;Padd&gt; [kW]</th>
+<th>&lt;t&gt; [s]</th>
+<th>&lt;v&gt; [km/h]</th>
+<th>&lt;gear&gt; [-]</th>
+<th>&lt;grad&gt; [%]</th>
+<th>&lt;Padd&gt; [kW]</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">0</td>
-<td align="left">0</td>
-<td align="left">0</td>
-<td align="left">2.95</td>
-<td align="left">1.5</td>
+<td>0</td>
+<td>0</td>
+<td>0</td>
+<td>2.95</td>
+<td>1.5</td>
 </tr>
 <tr class="even">
-<td align="left">1</td>
-<td align="left">0.6</td>
-<td align="left">3</td>
-<td align="left">2.97</td>
-<td align="left">1.3</td>
+<td>1</td>
+<td>0.6</td>
+<td>3</td>
+<td>2.97</td>
+<td>1.3</td>
 </tr>
 <tr class="odd">
-<td align="left">2</td>
-<td align="left">1.2</td>
-<td align="left">3</td>
-<td align="left">3.03</td>
-<td align="left">1.3</td>
+<td>2</td>
+<td>1.2</td>
+<td>3</td>
+<td>3.03</td>
+<td>1.3</td>
 </tr>
 <tr class="even">
-<td align="left">3</td>
-<td align="left">2.4</td>
-<td align="left">3</td>
-<td align="left">2.99</td>
-<td align="left">1.3</td>
+<td>3</td>
+<td>2.4</td>
+<td>3</td>
+<td>2.99</td>
+<td>1.3</td>
 </tr>
 </tbody>
 </table>
@@ -5007,36 +5094,36 @@ CycleTime,UnknownCycleName,3600</code></pre>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Identifier</th>
-<th align="left">Unit</th>
-<th align="left">Quantity Description</th>
+<th>Identifier</th>
+<th>Unit</th>
+<th>Quantity Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>t</strong></td>
-<td align="left">[s]</td>
-<td align="left">The absolute time. Must always be increasing.</td>
+<td><strong>t</strong></td>
+<td>[s]</td>
+<td>The absolute time. Must always be increasing.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>Pwheel</strong></td>
-<td align="left">[kW]</td>
-<td align="left">Power at the wheels.</td>
+<td><strong>Pwheel</strong></td>
+<td>[kW]</td>
+<td>Power at the wheels.</td>
 </tr>
 <tr class="odd">
-<td align="left"><strong>gear</strong></td>
-<td align="left">[-]</td>
-<td align="left">The current gear. Must be &gt;= 0 (0 is neutral).</td>
+<td><strong>gear</strong></td>
+<td>[-]</td>
+<td>The current gear. Must be &gt;= 0 (0 is neutral).</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>n</strong></td>
-<td align="left">[rpm]</td>
-<td align="left">The actual engine speed. Must be &gt;= 0 rpm.</td>
+<td><strong>n</strong></td>
+<td>[rpm]</td>
+<td>The actual engine speed. Must be &gt;= 0 rpm.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>Padd</em></td>
-<td align="left">[kW]</td>
-<td align="left">Additional auxiliary power demand. This power demand will be directly added to the engine power. Must be &gt;= 0 kW.</td>
+<td><em>Padd</em></td>
+<td>[kW]</td>
+<td>Additional auxiliary power demand. This power demand will be directly added to the engine power. Must be &gt;= 0 kW.</td>
 </tr>
 </tbody>
 </table>
@@ -5044,41 +5131,41 @@ CycleTime,UnknownCycleName,3600</code></pre>
 <table>
 <thead>
 <tr class="header">
-<th align="left">&lt;t&gt; [s]</th>
-<th align="left">&lt;Pwheel&gt; [kW]</th>
-<th align="left">&lt;gear&gt; [-]</th>
-<th align="left">&lt;n&gt; [rpm]</th>
-<th align="left">&lt;Padd&gt; [kW]</th>
+<th>&lt;t&gt; [s]</th>
+<th>&lt;Pwheel&gt; [kW]</th>
+<th>&lt;gear&gt; [-]</th>
+<th>&lt;n&gt; [rpm]</th>
+<th>&lt;Padd&gt; [kW]</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">0</td>
-<td align="left">0</td>
-<td align="left">0</td>
-<td align="left">600</td>
-<td align="left">1.5</td>
+<td>0</td>
+<td>0</td>
+<td>0</td>
+<td>600</td>
+<td>1.5</td>
 </tr>
 <tr class="even">
-<td align="left">1</td>
-<td align="left">4.003</td>
-<td align="left">3</td>
-<td align="left">950</td>
-<td align="left">1.3</td>
+<td>1</td>
+<td>4.003</td>
+<td>3</td>
+<td>950</td>
+<td>1.3</td>
 </tr>
 <tr class="odd">
-<td align="left">2</td>
-<td align="left">15.333</td>
-<td align="left">3</td>
-<td align="left">1200</td>
-<td align="left">1.3</td>
+<td>2</td>
+<td>15.333</td>
+<td>3</td>
+<td>1200</td>
+<td>1.3</td>
 </tr>
 <tr class="even">
-<td align="left">3</td>
-<td align="left">50.56</td>
-<td align="left">3</td>
-<td align="left">1400</td>
-<td align="left">1.3</td>
+<td>3</td>
+<td>50.56</td>
+<td>3</td>
+<td>1400</td>
+<td>1.3</td>
 </tr>
 </tbody>
 </table>
@@ -5096,36 +5183,36 @@ CycleTime,UnknownCycleName,3600</code></pre>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Identifier</th>
-<th align="left">Unit</th>
-<th align="left">Description</th>
+<th>Identifier</th>
+<th>Unit</th>
+<th>Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left"><strong>t</strong></td>
-<td align="left">[s]</td>
-<td align="left">The absolute time. Must always be increasing.</td>
+<td><strong>t</strong></td>
+<td>[s]</td>
+<td>The absolute time. Must always be increasing.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>n</strong></td>
-<td align="left">[rpm]</td>
-<td align="left">The actual engine speed. Must be &gt;= 0 rpm.</td>
+<td><strong>n</strong></td>
+<td>[rpm]</td>
+<td>The actual engine speed. Must be &gt;= 0 rpm.</td>
 </tr>
 <tr class="odd">
-<td align="left"><strong>Pe</strong></td>
-<td align="left">[kW]</td>
-<td align="left">The power at the output shaft of the engine. Either &lt;Pe&gt; or &lt;Me&gt; must be defined.</td>
+<td><strong>Pe</strong></td>
+<td>[kW]</td>
+<td>The power at the output shaft of the engine. Either &lt;Pe&gt; or &lt;Me&gt; must be defined.</td>
 </tr>
 <tr class="even">
-<td align="left"><strong>Me</strong></td>
-<td align="left">[Nm]</td>
-<td align="left">The torque at the output shaft of the engine. Either &lt;Pe&gt; or &lt;Me&gt; must be defined.</td>
+<td><strong>Me</strong></td>
+<td>[Nm]</td>
+<td>The torque at the output shaft of the engine. Either &lt;Pe&gt; or &lt;Me&gt; must be defined.</td>
 </tr>
 <tr class="odd">
-<td align="left"><em>Padd</em></td>
-<td align="left">[kW]</td>
-<td align="left">Additional auxiliary power demand. This power demand will be directly added to the engine power. Must be &gt;= 0 kW.</td>
+<td><em>Padd</em></td>
+<td>[kW]</td>
+<td>Additional auxiliary power demand. This power demand will be directly added to the engine power. Must be &gt;= 0 kW.</td>
 </tr>
 </tbody>
 </table>
@@ -5133,36 +5220,36 @@ CycleTime,UnknownCycleName,3600</code></pre>
 <table>
 <thead>
 <tr class="header">
-<th align="left">&lt;t&gt; [s]</th>
-<th align="left">&lt;n&gt; [rpm]</th>
-<th align="left">&lt;Pe&gt; [kW]</th>
-<th align="left">&lt;Padd&gt; [kW]</th>
+<th>&lt;t&gt; [s]</th>
+<th>&lt;n&gt; [rpm]</th>
+<th>&lt;Pe&gt; [kW]</th>
+<th>&lt;Padd&gt; [kW]</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">0</td>
-<td align="left">600</td>
-<td align="left">0</td>
-<td align="left">1.5</td>
+<td>0</td>
+<td>600</td>
+<td>0</td>
+<td>1.5</td>
 </tr>
 <tr class="even">
-<td align="left">1</td>
-<td align="left">950</td>
-<td align="left">25.3</td>
-<td align="left">1.3</td>
+<td>1</td>
+<td>950</td>
+<td>25.3</td>
+<td>1.3</td>
 </tr>
 <tr class="odd">
-<td align="left">2</td>
-<td align="left">1200</td>
-<td align="left">65.344</td>
-<td align="left">1.3</td>
+<td>2</td>
+<td>1200</td>
+<td>65.344</td>
+<td>1.3</td>
 </tr>
 <tr class="even">
-<td align="left">3</td>
-<td align="left">1400</td>
-<td align="left">110.1</td>
-<td align="left">1.3</td>
+<td>3</td>
+<td>1400</td>
+<td>110.1</td>
+<td>1.3</td>
 </tr>
 </tbody>
 </table>
@@ -5210,371 +5297,371 @@ CycleTime,UnknownCycleName,3600</code></pre>
 </colgroup>
 <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>
+<th><strong>Name</strong></th>
+<th><strong>Unit</strong></th>
+<th><strong>Description</strong></th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">time</td>
-<td align="left">[s]</td>
-<td align="left">Absolute time. Timestamp at the middle of the current simulation interval [time - dt/2, time + dt/2]</td>
+<td>time</td>
+<td>[s]</td>
+<td>Absolute time. Timestamp at the middle of the current simulation interval [time - dt/2, time + dt/2]</td>
 </tr>
 <tr class="even">
-<td align="left">dt</td>
-<td align="left">[s]</td>
-<td align="left">Length of the current simulation interval</td>
+<td>dt</td>
+<td>[s]</td>
+<td>Length of the current simulation interval</td>
 </tr>
 <tr class="odd">
-<td align="left">dist</td>
-<td align="left">[m]</td>
-<td align="left">Distance the vehicle traveled at the end of the current simulation interval</td>
+<td>dist</td>
+<td>[m]</td>
+<td>Distance the vehicle traveled at the end of the current simulation interval</td>
 </tr>
 <tr class="even">
-<td align="left">v_act</td>
-<td align="left">[km/h]</td>
-<td align="left">Average vehicle speed in the current simulation interval</td>
+<td>v_act</td>
+<td>[km/h]</td>
+<td>Average vehicle speed in the current simulation interval</td>
 </tr>
 <tr class="odd">
-<td align="left">v_targ</td>
-<td align="left">[km/h]</td>
-<td align="left">Target speed</td>
+<td>v_targ</td>
+<td>[km/h]</td>
+<td>Target speed</td>
 </tr>
 <tr class="even">
-<td align="left">acc</td>
-<td align="left">[m/s^2]</td>
-<td align="left">Vehicle’s acceleration, constant during the current simulation interval</td>
+<td>acc</td>
+<td>[m/s^2]</td>
+<td>Vehicle’s acceleration, constant during the current simulation interval</td>
 </tr>
 <tr class="odd">
-<td align="left">grad</td>
-<td align="left">[%]</td>
-<td align="left">Road gradient</td>
+<td>grad</td>
+<td>[%]</td>
+<td>Road gradient</td>
 </tr>
 <tr class="even">
-<td align="left">Gear</td>
-<td align="left">[-]</td>
-<td align="left">Gear. “0” = clutch opened / neutral</td>
+<td>Gear</td>
+<td>[-]</td>
+<td>Gear. “0” = clutch opened / neutral</td>
 </tr>
 <tr class="odd">
-<td align="left">TC locked</td>
-<td align="left">0/1</td>
-<td align="left">For AT-Gearboxes: if the torque converter is locked or not</td>
+<td>TC locked</td>
+<td>0/1</td>
+<td>For AT-Gearboxes: if the torque converter is locked or not</td>
 </tr>
 <tr class="even">
-<td align="left">n_eng_avg</td>
-<td align="left">[1/min]</td>
-<td align="left">Average engine speed in the current simulation interval. Used for interpolation of the engine’s fuel consumption</td>
+<td>n_eng_avg</td>
+<td>[1/min]</td>
+<td>Average engine speed in the current simulation interval. Used for interpolation of the engine’s fuel consumption</td>
 </tr>
 <tr class="odd">
-<td align="left">T_eng_fcmap</td>
-<td align="left">[Nm]</td>
-<td align="left">Engine torque used for interpolation of the engine’s fuel consumption. T_eng_fcmap is the sum of torque demand on the output shaft, torque demand of the auxiliaries, and engine’s inertia torque</td>
+<td>T_eng_fcmap</td>
+<td>[Nm]</td>
+<td>Engine torque used for interpolation of the engine’s fuel consumption. T_eng_fcmap is the sum of torque demand on the output shaft, torque demand of the auxiliaries, and engine’s inertia torque</td>
 </tr>
 <tr class="even">
-<td align="left">Tq_full</td>
-<td align="left">[Nm]</td>
-<td align="left">Engine’s transient maximum torque (see <a href="#engine-transient-full-load">transient full load</a>)</td>
+<td>Tq_full</td>
+<td>[Nm]</td>
+<td>Engine’s transient maximum torque (see <a href="#engine-transient-full-load">transient full load</a>)</td>
 </tr>
 <tr class="odd">
-<td align="left">Tq_drag</td>
-<td align="left">[Nm]</td>
-<td align="left">Engine’s drag torque, interpolated from the full-load curve</td>
+<td>Tq_drag</td>
+<td>[Nm]</td>
+<td>Engine’s drag torque, interpolated from the full-load curve</td>
 </tr>
 <tr class="even">
-<td align="left">P_eng_fcmap</td>
-<td align="left">[kW]</td>
-<td align="left">Total power the engine has to provide, computed from n_eng_avg and T_eng_fcmap</td>
+<td>P_eng_fcmap</td>
+<td>[kW]</td>
+<td>Total power the engine has to provide, computed from n_eng_avg and T_eng_fcmap</td>
 </tr>
 <tr class="odd">
-<td align="left">P_eng_full</td>
-<td align="left">[kW]</td>
-<td align="left">Engine’s transient maximum power (see <a href="#engine-transient-full-load">transient full load</a>)</td>
+<td>P_eng_full</td>
+<td>[kW]</td>
+<td>Engine’s transient maximum power (see <a href="#engine-transient-full-load">transient full load</a>)</td>
 </tr>
 <tr class="even">
-<td align="left">P_eng_drag</td>
-<td align="left">[kW]</td>
-<td align="left">Engine’s drag power</td>
+<td>P_eng_drag</td>
+<td>[kW]</td>
+<td>Engine’s drag power</td>
 </tr>
 <tr class="odd">
-<td align="left">P_eng_inertia</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss/gain due to the engine’s inertia</td>
+<td>P_eng_inertia</td>
+<td>[kW]</td>
+<td>Power loss/gain due to the engine’s inertia</td>
 </tr>
 <tr class="even">
-<td align="left">P_eng_out</td>
-<td align="left">[kW]</td>
-<td align="left">Power provided at the engine’s output shaft</td>
+<td>P_eng_out</td>
+<td>[kW]</td>
+<td>Power provided at the engine’s output shaft</td>
 </tr>
 <tr class="odd">
-<td align="left">P_clutch_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss in the clutch due to slipping when driving off</td>
+<td>P_clutch_loss</td>
+<td>[kW]</td>
+<td>Power loss in the clutch due to slipping when driving off</td>
 </tr>
 <tr class="even">
-<td align="left">P_clutch_out</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the clutch’s out shaft. P_clutch_out = P_eng_out - P_clutch_loss</td>
+<td>P_clutch_out</td>
+<td>[kW]</td>
+<td>Power at the clutch’s out shaft. P_clutch_out = P_eng_out - P_clutch_loss</td>
 </tr>
 <tr class="odd">
-<td align="left">P_TC_loss [kW]</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss in the torque converter</td>
+<td>P_TC_loss [kW]</td>
+<td>[kW]</td>
+<td>Power loss in the torque converter</td>
 </tr>
 <tr class="even">
-<td align="left">P_TC_out [kW]</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the torque converter’s out shaft. P_TC_out = P_eng_out - P_TC_loss</td>
+<td>P_TC_out [kW]</td>
+<td>[kW]</td>
+<td>Power at the torque converter’s out shaft. P_TC_out = P_eng_out - P_TC_loss</td>
 </tr>
 <tr class="odd">
-<td align="left">P_aux</td>
-<td align="left">[kW]</td>
-<td align="left">Total power demand from the auxiliaries</td>
+<td>P_aux</td>
+<td>[kW]</td>
+<td>Total power demand from the auxiliaries</td>
 </tr>
 <tr class="even">
-<td align="left">P_gbx_in</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the gearbox’ input shaft</td>
+<td>P_gbx_in</td>
+<td>[kW]</td>
+<td>Power at the gearbox’ input shaft</td>
 </tr>
 <tr class="odd">
-<td align="left">P_gbx_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss at the gearbox, interpolated from the loss-map</td>
+<td>P_gbx_loss</td>
+<td>[kW]</td>
+<td>Power loss at the gearbox, interpolated from the loss-map</td>
 </tr>
 <tr class="even">
-<td align="left">P_gbx_inertia</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss due to the gearbox’ inertia</td>
+<td>P_gbx_inertia</td>
+<td>[kW]</td>
+<td>Power loss due to the gearbox’ inertia</td>
 </tr>
 <tr class="odd">
-<td align="left">P_ret_in</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the retarder’s input shaft. P_ret_in = P_gbx_in - P_gbx_loss - P_gbx_inertia</td>
+<td>P_ret_in</td>
+<td>[kW]</td>
+<td>Power at the retarder’s input shaft. P_ret_in = P_gbx_in - P_gbx_loss - P_gbx_inertia</td>
 </tr>
 <tr class="even">
-<td align="left">P_ret_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss at the retarder, interpolated from the loss-map.</td>
+<td>P_ret_loss</td>
+<td>[kW]</td>
+<td>Power loss at the retarder, interpolated from the loss-map.</td>
 </tr>
 <tr class="odd">
-<td align="left">P_angle_in</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the Anglegear’s input shaft. Empty if no Anglegear is used.</td>
+<td>P_angle_in</td>
+<td>[kW]</td>
+<td>Power at the Anglegear’s input shaft. Empty if no Anglegear is used.</td>
 </tr>
 <tr class="even">
-<td align="left">P_angle_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss at the Anglegear, interpolated from the loss-map. Empty if no Anglegear is used.</td>
+<td>P_angle_loss</td>
+<td>[kW]</td>
+<td>Power loss at the Anglegear, interpolated from the loss-map. Empty if no Anglegear is used.</td>
 </tr>
 <tr class="odd">
-<td align="left">P_axle_in</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the axle-gear input shaft. P_axle_in = P_ret_in - P_ret_loss ( - P_angle_loss if an Angulargear is used).</td>
+<td>P_axle_in</td>
+<td>[kW]</td>
+<td>Power at the axle-gear input shaft. P_axle_in = P_ret_in - P_ret_loss ( - P_angle_loss if an Angulargear is used).</td>
 </tr>
 <tr class="even">
-<td align="left">P_axle_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss at the axle gear, interpolated from the loss-map.</td>
+<td>P_axle_loss</td>
+<td>[kW]</td>
+<td>Power loss at the axle gear, interpolated from the loss-map.</td>
 </tr>
 <tr class="odd">
-<td align="left">P_angle_in</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the angle-gear input shaft.</td>
+<td>P_angle_in</td>
+<td>[kW]</td>
+<td>Power at the angle-gear input shaft.</td>
 </tr>
 <tr class="even">
-<td align="left">P_angle_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss at the angle gear, interpolated from the loss-map.</td>
+<td>P_angle_loss</td>
+<td>[kW]</td>
+<td>Power loss at the angle gear, interpolated from the loss-map.</td>
 </tr>
 <tr class="odd">
-<td align="left">P_tc_in</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the torque-converter input shaft.</td>
+<td>P_tc_in</td>
+<td>[kW]</td>
+<td>Power at the torque-converter input shaft.</td>
 </tr>
 <tr class="even">
-<td align="left">P_tc_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss at the torque-converter.</td>
+<td>P_tc_loss</td>
+<td>[kW]</td>
+<td>Power loss at the torque-converter.</td>
 </tr>
 <tr class="odd">
-<td align="left">P_brake_in</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the brake input shaft (definition: serially mounted into the drive train between wheels and axle). P_brake_in = P_axle_in - P_axle_loss</td>
+<td>P_brake_in</td>
+<td>[kW]</td>
+<td>Power at the brake input shaft (definition: serially mounted into the drive train between wheels and axle). P_brake_in = P_axle_in - P_axle_loss</td>
 </tr>
 <tr class="even">
-<td align="left">P_brake_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss due to braking.</td>
+<td>P_brake_loss</td>
+<td>[kW]</td>
+<td>Power loss due to braking.</td>
 </tr>
 <tr class="odd">
-<td align="left">P_wheel_in</td>
-<td align="left">[kW]</td>
-<td align="left">Power at the driven wheels. P_wheel_in = P_brake_in - P_brake_loss</td>
+<td>P_wheel_in</td>
+<td>[kW]</td>
+<td>Power at the driven wheels. P_wheel_in = P_brake_in - P_brake_loss</td>
 </tr>
 <tr class="even">
-<td align="left">P_wheel_inertia</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss due to the wheels’ inertia</td>
+<td>P_wheel_inertia</td>
+<td>[kW]</td>
+<td>Power loss due to the wheels’ inertia</td>
 </tr>
 <tr class="odd">
-<td align="left">P_trac</td>
-<td align="left">[kW]</td>
-<td align="left">Vehicle’s traction power. P_trac = P_wheel_in - P_wheel_inertia</td>
+<td>P_trac</td>
+<td>[kW]</td>
+<td>Vehicle’s traction power. P_trac = P_wheel_in - P_wheel_inertia</td>
 </tr>
 <tr class="even">
-<td align="left">P_slope</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss/gain due to the road’s slope</td>
+<td>P_slope</td>
+<td>[kW]</td>
+<td>Power loss/gain due to the road’s slope</td>
 </tr>
 <tr class="odd">
-<td align="left">P_air</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss due to air drag.</td>
+<td>P_air</td>
+<td>[kW]</td>
+<td>Power loss due to air drag.</td>
 </tr>
 <tr class="even">
-<td align="left">P_roll</td>
-<td align="left">[kW]</td>
-<td align="left">Rolling resistance power loss.</td>
+<td>P_roll</td>
+<td>[kW]</td>
+<td>Rolling resistance power loss.</td>
 </tr>
 <tr class="odd">
-<td align="left">P_veh_inertia</td>
-<td align="left">[kW]</td>
-<td align="left">Power loss due to the vehicle’s inertia</td>
+<td>P_veh_inertia</td>
+<td>[kW]</td>
+<td>Power loss due to the vehicle’s inertia</td>
 </tr>
 <tr class="even">
-<td align="left">P_aux_<XXX></td>
-<td align="left">[kW]</td>
-<td align="left">Power demand for every individual auxiliary. Only if the run has auxiliaries.</td>
+<td>P_aux_<XXX></td>
+<td>[kW]</td>
+<td>Power demand for every individual auxiliary. Only if the run has auxiliaries.</td>
 </tr>
 <tr class="odd">
-<td align="left">P_PTO_consum</td>
-<td align="left">[kW]</td>
-<td align="left">Power demand from the PTO consumer. Only if the vehicle has a PTO consumer.</td>
+<td>P_PTO_consum</td>
+<td>[kW]</td>
+<td>Power demand from the PTO consumer. Only if the vehicle has a PTO consumer.</td>
 </tr>
 <tr class="even">
-<td align="left">P_PTO_transmission</td>
-<td align="left">[kW]</td>
-<td align="left">Power demand from the PTO transmission. Only if the vehicle has a PTO consumer.</td>
+<td>P_PTO_transmission</td>
+<td>[kW]</td>
+<td>Power demand from the PTO transmission. Only if the vehicle has a PTO consumer.</td>
 </tr>
 <tr class="odd">
-<td align="left">AA_NonSmartAlternatorsEfficiency</td>
-<td align="left">[Fraction]</td>
-<td align="left">Non-Smart Alternators Efficiency, Advance Auxiliaries Module</td>
+<td>AA_NonSmartAlternatorsEfficiency</td>
+<td>[Fraction]</td>
+<td>Non-Smart Alternators Efficiency, Advance Auxiliaries Module</td>
 </tr>
 <tr class="even">
-<td align="left">AA_SmartIdleCurrent_Amps</td>
-<td align="left">[Amps]</td>
-<td align="left">Smart Idle Current in Amps, Advance Auxiliaries Module</td>
+<td>AA_SmartIdleCurrent_Amps</td>
+<td>[Amps]</td>
+<td>Smart Idle Current in Amps, Advance Auxiliaries Module</td>
 </tr>
 <tr class="odd">
-<td align="left">AA_SmartIdleAlternatorsEfficiency</td>
-<td align="left">[Fraction]</td>
-<td align="left">Smart Idle Alternators Efficiency, Advance Auxiliaries Module</td>
+<td>AA_SmartIdleAlternatorsEfficiency</td>
+<td>[Fraction]</td>
+<td>Smart Idle Alternators Efficiency, Advance Auxiliaries Module</td>
 </tr>
 <tr class="even">
-<td align="left">AA_SmartTractionCurrent_Amps</td>
-<td align="left">[Amps]</td>
-<td align="left">Smart Traction Current in Amps, Advance Auxiliaries Module</td>
+<td>AA_SmartTractionCurrent_Amps</td>
+<td>[Amps]</td>
+<td>Smart Traction Current in Amps, Advance Auxiliaries Module</td>
 </tr>
 <tr class="odd">
-<td align="left">AA_SmartTractionAlternatorEfficiency</td>
-<td align="left">[Fraction]</td>
-<td align="left">Smart Traction Alternator Efficiency, Advance Auxiliaries Module</td>
+<td>AA_SmartTractionAlternatorEfficiency</td>
+<td>[Fraction]</td>
+<td>Smart Traction Alternator Efficiency, Advance Auxiliaries Module</td>
 </tr>
 <tr class="even">
-<td align="left">AA_SmartOverrunCurrent_Amps</td>
-<td align="left">[Amps]</td>
-<td align="left">Smart Overrun Current in Amps, Advance Auxiliaries Module</td>
+<td>AA_SmartOverrunCurrent_Amps</td>
+<td>[Amps]</td>
+<td>Smart Overrun Current in Amps, Advance Auxiliaries Module</td>
 </tr>
 <tr class="odd">
-<td align="left">AA_SmartOverrunAlternatorEfficiency</td>
-<td align="left">[Fraction]</td>
-<td align="left">Smart Overrun Alternator Efficiency, Advance Auxiliaries Module</td>
+<td>AA_SmartOverrunAlternatorEfficiency</td>
+<td>[Fraction]</td>
+<td>Smart Overrun Alternator Efficiency, Advance Auxiliaries Module</td>
 </tr>
 <tr class="even">
-<td align="left">AA_CompressorFlowRate_LitrePerSec</td>
-<td align="left">[Ni L/S]</td>
-<td align="left">Compressor Flow Rate in litres per second, Advance Auxiliaries Module</td>
+<td>AA_CompressorFlowRate_LitrePerSec</td>
+<td>[Ni L/S]</td>
+<td>Compressor Flow Rate in litres per second, Advance Auxiliaries Module</td>
 </tr>
 <tr class="odd">
-<td align="left">AA_OverrunFlag</td>
-<td align="left">[Bool [0/1]</td>
-<td align="left">Overrun Flag (yes/no), Advance Auxiliaries Module</td>
+<td>AA_OverrunFlag</td>
+<td>[Bool [0/1]</td>
+<td>Overrun Flag (yes/no), Advance Auxiliaries Module</td>
 </tr>
 <tr class="even">
-<td align="left">AA_EngineIdleFlag</td>
-<td align="left">[Bool [0/1]</td>
-<td align="left">Engine Idle Flag (yes/no), Advance Auxiliaries Module</td>
+<td>AA_EngineIdleFlag</td>
+<td>[Bool [0/1]</td>
+<td>Engine Idle Flag (yes/no), Advance Auxiliaries Module</td>
 </tr>
 <tr class="odd">
-<td align="left">AA_CompressorFlag</td>
-<td align="left">[Bool [0/1]</td>
-<td align="left">Compressor Flag (off/on), Advance Auxiliaries Module</td>
+<td>AA_CompressorFlag</td>
+<td>[Bool [0/1]</td>
+<td>Compressor Flag (off/on), Advance Auxiliaries Module</td>
 </tr>
 <tr class="even">
-<td align="left">AA_TotalCycleFC_Grams</td>
-<td align="left">[Grams]</td>
-<td align="left">Total Cycle Fuel Consumption in grams, Advance Auxiliaries Module</td>
+<td>AA_TotalCycleFC_Grams</td>
+<td>[Grams]</td>
+<td>Total Cycle Fuel Consumption in grams, Advance Auxiliaries Module</td>
 </tr>
 <tr class="odd">
-<td align="left">AA_TotalCycleFC_Litres</td>
-<td align="left">[Litres]</td>
-<td align="left">Total Cycle Fuel Consumption in litres, Advance Auxiliaries Module</td>
+<td>AA_TotalCycleFC_Litres</td>
+<td>[Litres]</td>
+<td>Total Cycle Fuel Consumption in litres, Advance Auxiliaries Module</td>
 </tr>
 <tr class="even">
-<td align="left">TCnu</td>
-<td align="left">[-]</td>
-<td align="left">Torque converter operating point: speed ratio</td>
+<td>TCnu</td>
+<td>[-]</td>
+<td>Torque converter operating point: speed ratio</td>
 </tr>
 <tr class="odd">
-<td align="left">TCmu</td>
-<td align="left">[-]</td>
-<td align="left">Torque converter operating point: torque ratio</td>
+<td>TCmu</td>
+<td>[-]</td>
+<td>Torque converter operating point: torque ratio</td>
 </tr>
 <tr class="even">
-<td align="left">T_TC_out</td>
-<td align="left">[Nm]</td>
-<td align="left">Torque converter operating point: output torque</td>
+<td>T_TC_out</td>
+<td>[Nm]</td>
+<td>Torque converter operating point: output torque</td>
 </tr>
 <tr class="odd">
-<td align="left">n_TC_out</td>
-<td align="left">[rpm]</td>
-<td align="left">Torque converter operating point: output speed</td>
+<td>n_TC_out</td>
+<td>[rpm]</td>
+<td>Torque converter operating point: output speed</td>
 </tr>
 <tr class="even">
-<td align="left">T_TC_in</td>
-<td align="left">[Nm]</td>
-<td align="left">Torque converter operating point: input torque</td>
+<td>T_TC_in</td>
+<td>[Nm]</td>
+<td>Torque converter operating point: input torque</td>
 </tr>
 <tr class="odd">
-<td align="left">n_TC_in</td>
-<td align="left">[rpm]</td>
-<td align="left">Torque converter operating point: input speed</td>
+<td>n_TC_in</td>
+<td>[rpm]</td>
+<td>Torque converter operating point: input speed</td>
 </tr>
 <tr class="even">
-<td align="left">FC-Map</td>
-<td align="left">[g/h]</td>
-<td align="left">Fuel consumption interpolated from FC map.</td>
+<td>FC-Map</td>
+<td>[g/h]</td>
+<td>Fuel consumption interpolated 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>
+<td>FC-AUXc</td>
+<td>[g/h]</td>
+<td>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>
+<td>FC-WHTCc</td>
+<td>[g/h]</td>
+<td>Fuel consumption after <a href="#fuel-consumption-calculation">WHTC Correction</a> (based on FC-AUXc)</td>
 </tr>
 <tr class="odd">
-<td align="left">FC-AAUX</td>
-<td align="left">[g/h]</td>
-<td align="left">Fuel consumption computed by the AAUX module considering smart auxiliaries</td>
+<td>FC-AAUX</td>
+<td>[g/h]</td>
+<td>Fuel consumption computed by the AAUX module considering smart auxiliaries</td>
 </tr>
 <tr class="even">
-<td align="left">FC-Final</td>
-<td align="left">[g/h]</td>
-<td align="left">Final fuel consumption value after all applicable corrections</td>
+<td>FC-Final</td>
+<td>[g/h]</td>
+<td>Final fuel consumption value after all applicable corrections</td>
 </tr>
 </tbody>
 </table>
@@ -5591,226 +5678,226 @@ CycleTime,UnknownCycleName,3600</code></pre>
 </colgroup>
 <thead>
 <tr class="header">
-<th align="left">Name</th>
-<th align="left">Unit</th>
-<th align="left">Description</th>
+<th>Name</th>
+<th>Unit</th>
+<th>Description</th>
 </tr>
 </thead>
 <tbody>
 <tr class="odd">
-<td align="left">Job</td>
-<td align="left">[-]</td>
-<td align="left">Job number in the format “X-Y” (with X as filenumber, and Y as cycle number)</td>
+<td>Job</td>
+<td>[-]</td>
+<td>Job number in the format “X-Y” (with X as filenumber, and Y as cycle number)</td>
 </tr>
 <tr class="even">
-<td align="left">Input File</td>
-<td align="left">[-]</td>
-<td align="left">Name of the input job file (.vecto)</td>
+<td>Input File</td>
+<td>[-]</td>
+<td>Name of the input job file (.vecto)</td>
 </tr>
 <tr class="odd">
-<td align="left">Cycle</td>
-<td align="left">[-]</td>
-<td align="left">Name of the cycle file (or cycle name in declaration mode)</td>
+<td>Cycle</td>
+<td>[-]</td>
+<td>Name of the cycle file (or cycle name in declaration mode)</td>
 </tr>
 <tr class="even">
-<td align="left">Status</td>
-<td align="left">[-]</td>
-<td align="left">The result status of the run (Success, Aborted)</td>
+<td>Status</td>
+<td>[-]</td>
+<td>The result status of the run (Success, Aborted)</td>
 </tr>
 <tr class="odd">
-<td align="left">Mass</td>
-<td align="left">[kg]</td>
-<td align="left">Vehicle mass (<strong>Curb Weight Vehicle</strong> + <strong>Curb Weight Extra Trailer/Body</strong>, see <a href="#vehicle-editor">Vehicle Editor</a>)</td>
+<td>Mass</td>
+<td>[kg]</td>
+<td>Vehicle mass (<strong>Curb Weight Vehicle</strong> + <strong>Curb Weight Extra Trailer/Body</strong>, see <a href="#vehicle-editor">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="#vehicle-editor">Vehicle Editor</a>)</td>
+<td>Loading</td>
+<td>[kg]</td>
+<td>Vehicle loading (see <a href="#vehicle-editor">Vehicle Editor</a>)</td>
 </tr>
 <tr class="odd">
-<td align="left">time</td>
-<td align="left">[s]</td>
-<td align="left">Total simulation time</td>
+<td>time</td>
+<td>[s]</td>
+<td>Total simulation time</td>
 </tr>
 <tr class="even">
-<td align="left">distance</td>
-<td align="left">[km]</td>
-<td align="left">Total traveled distance</td>
+<td>distance</td>
+<td>[km]</td>
+<td>Total traveled distance</td>
 </tr>
 <tr class="odd">
-<td align="left">speed</td>
-<td align="left">[km/h]</td>
-<td align="left">Average vehicle speed</td>
+<td>speed</td>
+<td>[km/h]</td>
+<td>Average vehicle speed</td>
 </tr>
 <tr class="even">
-<td align="left">altitudeDelta</td>
-<td align="left">[m]</td>
-<td align="left">Altitude difference between start and end of cycle</td>
+<td>altitudeDelta</td>
+<td>[m]</td>
+<td>Altitude difference between start and end of cycle</td>
 </tr>
 <tr class="odd">
-<td align="left">FC-Map</td>
-<td align="left">[g/h], [g/km]</td>
-<td align="left">Average fuel consumption before all corrections, interpolated from <a href="#fuel-consumption-calculation">Fuel Map</a>, based on torque and engine speed.</td>
+<td>FC-Map</td>
+<td>[g/h], [g/km]</td>
+<td>Average fuel consumption before all corrections, interpolated from <a href="#fuel-consumption-calculation">Fuel Map</a>, based on torque and engine speed.</td>
 </tr>
 <tr class="even">
-<td align="left">FC-AUXc</td>
-<td align="left">[g/h], [g/km]</td>
-<td align="left">Average fuel consumption after <a href="#fuel-consumption-calculation">Auxiliary-Start/Stop Correction</a> (Based on FC-Map)</td>
+<td>FC-AUXc</td>
+<td>[g/h], [g/km]</td>
+<td>Average fuel consumption after <a href="#fuel-consumption-calculation">Auxiliary-Start/Stop Correction</a> (Based on FC-Map)</td>
 </tr>
 <tr class="odd">
-<td align="left">FC-WHTCc</td>
-<td align="left">[g/h], [g/km]</td>
-<td align="left">Average fuel consumption after <a href="#fuel-consumption-calculation">WHTC Correction</a> (Based on FC-AUXc)</td>
+<td>FC-WHTCc</td>
+<td>[g/h], [g/km]</td>
+<td>Average fuel consumption after <a href="#fuel-consumption-calculation">WHTC Correction</a> (Based on FC-AUXc)</td>
 </tr>
 <tr class="even">
-<td align="left">FC-AAUX</td>
-<td align="left">[g/h], [g/km]</td>
-<td align="left">Average fuel consumption after Smart Auxiliary Correction (<em>still in development</em>) (Based on FC-WHTCc)</td>
+<td>FC-AAUX</td>
+<td>[g/h], [g/km]</td>
+<td>Average fuel consumption after Smart Auxiliary Correction (<em>still in development</em>) (Based on FC-WHTCc)</td>
 </tr>
 <tr class="odd">
-<td align="left">FC-Final</td>
-<td align="left">[g/h], [g/km], [l/100km], [l/100tkm]</td>
-<td align="left">Final average fuel consumption after ALL corrections. Value for calculation of CO<sub>2</sub> value. If Loading = 0[kg] the column [l/100tkm] is left empty.</td>
+<td>FC-Final</td>
+<td>[g/h], [g/km], [l/100km], [l/100tkm]</td>
+<td>Final average fuel consumption after ALL corrections. Value for calculation of CO<sub>2</sub> value. If Loading = 0[kg] the column [l/100tkm] is left empty.</td>
 </tr>
 <tr class="even">
-<td align="left">CO2</td>
-<td align="left">[g/km], [g/tkm]</td>
-<td align="left">Average CO<sub>2</sub> emissions (based on FC-Final value). Output for [l/100tkm] is empty when Loading = 0[kg].</td>
+<td>CO2</td>
+<td>[g/km], [g/tkm]</td>
+<td>Average CO<sub>2</sub> emissions (based on FC-Final value). Output for [l/100tkm] is empty when Loading = 0[kg].</td>
 </tr>
 <tr class="odd">
-<td align="left">P_wheel_in_pos</td>
-<td align="left">[kW]</td>
-<td align="left">Average positive power at the wheels</td>
+<td>P_wheel_in_pos</td>
+<td>[kW]</td>
+<td>Average positive power at the wheels</td>
 </tr>
 <tr class="even">
-<td align="left">P_brake_loss</td>
-<td align="left">[kW]</td>
-<td align="left">Average brake power losses (not including engine drag)</td>
+<td>P_brake_loss</td>
+<td>[kW]</td>
+<td>Average brake power losses (not including engine drag)</td>
 </tr>
 <tr class="odd">
-<td align="left">P_clutch_pos</td>
-<td align="left">[kW]</td>
-<td align="left">Average positive power at clutch (coming from engine) (all non-negative values averaged over the whole cycle duration)</td>
+<td>P_clutch_pos</td>
+<td>[kW]</td>
+<td>Average positive power at clutch (coming from engine) (all non-negative values averaged over the whole cycle duration)</td>
 </tr>
 <tr class="even">
-<td align="left">P_clutch_neg</td>
-<td align="left">[kW]</td>
-<td align="left">Average negative power at clutch (coming from engine) (all non-positive values averaged over the whole cycle duration)</td>
+<td>P_clutch_neg</td>
+<td>[kW]</td>
+<td>Average negative power at clutch (coming from engine) (all non-positive values averaged over the whole cycle duration)</td>
 </tr>
 <tr class="odd">
-<td align="left">E_aux_xxx</td>
-<td align="left">[kWh]</td>
-<td align="left">Total energy demand of auxiliary with ID xxx. See also <a href="#auxiliary-dialog">Aux Dialog</a> and <a href="#driving-cycles">Driving Cycle</a>. In Declaration Mode the following auxiliaries always exists: E_aux_FAN (Fan), E_aux_PS (Pneumatic System), E_aux_STP (Steering Pump), E_aux_ES (Electrical System), E_aux_AC (Air Condition)</td>
+<td>E_aux_xxx</td>
+<td>[kWh]</td>
+<td>Total energy demand of auxiliary with ID xxx. See also <a href="#auxiliary-dialog">Aux Dialog</a> and <a href="#driving-cycles">Driving Cycle</a>. In Declaration Mode the following auxiliaries always exists: E_aux_FAN (Fan), E_aux_PS (Pneumatic System), E_aux_STP (Steering Pump), E_aux_ES (Electrical System), E_aux_AC (Air Condition)</td>
 </tr>
 <tr class="even">
-<td align="left">E_aux_sum</td>
-<td align="left">[kWh]</td>
-<td align="left">Total energy demand of all auxiliaries</td>
+<td>E_aux_sum</td>
+<td>[kWh]</td>
+<td>Total energy demand of all auxiliaries</td>
 </tr>
 <tr class="odd">
-<td align="left">E_PTO_CONSUM</td>
-<td align="left">[kWh]</td>
-<td align="left">Total energy demand of the pto consumer (if a pto consumer was used).</td>
+<td>E_PTO_CONSUM</td>
+<td>[kWh]</td>
+<td>Total energy demand of the pto consumer (if a pto consumer was used).</td>
 </tr>
 <tr class="even">
-<td align="left">E_PTO_TRANSM</td>
-<td align="left">[kWh]</td>
-<td align="left">Total energy demand of the pto transmission (if a pto transmission was used).</td>
+<td>E_PTO_TRANSM</td>
+<td>[kWh]</td>
+<td>Total energy demand of the pto transmission (if a pto transmission was used).</td>
 </tr>
 <tr class="odd">
-<td align="left">E_air</td>
-<td align="left">[kWh]</td>
-<td align="left">Total work of air resistance</td>
+<td>E_air</td>
+<td>[kWh]</td>
+<td>Total work of air resistance</td>
 </tr>
 <tr class="even">
-<td align="left">E_roll</td>
-<td align="left">[kWh]</td>
-<td align="left">Total work of rolling resistance</td>
+<td>E_roll</td>
+<td>[kWh]</td>
+<td>Total work of rolling resistance</td>
 </tr>
 <tr class="odd">
-<td align="left">E_grad</td>
-<td align="left">[kWh]</td>
-<td align="left">Total work of gradient resistance</td>
+<td>E_grad</td>
+<td>[kWh]</td>
+<td>Total work of gradient resistance</td>
 </tr>
 <tr class="even">
-<td align="left">E_inertia</td>
-<td align="left">[kWh]</td>
-<td align="left">Total work of gearbox and engine inertia</td>
+<td>E_inertia</td>
+<td>[kWh]</td>
+<td>Total work of gearbox and engine inertia</td>
 </tr>
 <tr class="odd">
-<td align="left">E_brake</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>
+<td>E_brake</td>
+<td>[kWh]</td>
+<td>Total work dissipated in mechanical braking (sum of service brakes, retader and additional engine exhaust brakes)</td>
 </tr>
 <tr class="even">
-<td align="left">E_gbx_loss</td>
-<td align="left">[kWh]</td>
-<td align="left">Total transmission energy losses at gearbox</td>
+<td>E_gbx_loss</td>
+<td>[kWh]</td>
+<td>Total transmission energy losses at gearbox</td>
 </tr>
 <tr class="odd">
-<td align="left">E_axl_loss</td>
-<td align="left">[kWh]</td>
-<td align="left">Total transmission energy losses at the axlegear</td>
+<td>E_axl_loss</td>
+<td>[kWh]</td>
+<td>Total transmission energy losses at the axlegear</td>
 </tr>
 <tr class="even">
-<td align="left">E_angle_loss</td>
-<td align="left">[kWh]</td>
-<td align="left">Total torque converter energy loss</td>
+<td>E_angle_loss</td>
+<td>[kWh]</td>
+<td>Total torque converter energy loss</td>
 </tr>
 <tr class="odd">
-<td align="left">E_ret_loss</td>
-<td align="left">[kWh]</td>
-<td align="left">Total retarder energy loss</td>
+<td>E_ret_loss</td>
+<td>[kWh]</td>
+<td>Total retarder energy loss</td>
 </tr>
 <tr class="even">
-<td align="left">E_tc_loss</td>
-<td align="left">[kWh]</td>
-<td align="left">Total torque converter energy loss</td>
+<td>E_tc_loss</td>
+<td>[kWh]</td>
+<td>Total torque converter energy loss</td>
 </tr>
 <tr class="odd">
-<td align="left">E_clutch_pos</td>
-<td align="left">[kWh]</td>
-<td align="left">Total positive work at clutch input (produced by engine) (all non-negative values averaged over the whole cycle duration)</td>
+<td>E_clutch_pos</td>
+<td>[kWh]</td>
+<td>Total positive work at clutch input (produced by engine) (all non-negative values averaged over the whole cycle duration)</td>
 </tr>
 <tr class="even">
-<td align="left">E_clutch_neg</td>
-<td align="left">[kWh]</td>
-<td align="left">Total negative work at clutch input (produced by engine drag) (all non-positive values averaged over the whole cycle duration)</td>
+<td>E_clutch_neg</td>
+<td>[kWh]</td>
+<td>Total negative work at clutch input (produced by engine drag) (all non-positive values averaged over the whole cycle duration)</td>
 </tr>
 <tr class="odd">
-<td align="left">a</td>
-<td align="left">[m/s<sup>2</sup>]</td>
-<td align="left">Average acceleration</td>
+<td>a</td>
+<td>[m/s<sup>2</sup>]</td>
+<td>Average acceleration</td>
 </tr>
 <tr class="even">
-<td align="left">a_pos</td>
-<td align="left">[m/s<sup>2</sup>]</td>
-<td align="left">Average acceleration in acceleration phases (a<sub>3s</sub> &gt; 0.125 [m/s<sup>2</sup>], a<sub>3s</sub> = 3-seconds-averaged acceleration)</td>
+<td>a_pos</td>
+<td>[m/s<sup>2</sup>]</td>
+<td>Average acceleration in acceleration phases (a<sub>3s</sub> &gt; 0.125 [m/s<sup>2</sup>], a<sub>3s</sub> = 3-seconds-averaged acceleration)</td>
 </tr>
 <tr class="odd">
-<td align="left">a_neg</td>
-<td align="left">[m/s<sup>2</sup>]</td>
-<td align="left">Average deceleration in deceleration phases (a<sub>3s</sub> &lt; 0.125 [m/s<sup>2</sup>], a<sub>3s</sub> = 3-seconds-averaged acceleration)</td>
+<td>a_neg</td>
+<td>[m/s<sup>2</sup>]</td>
+<td>Average deceleration in deceleration phases (a<sub>3s</sub> &lt; 0.125 [m/s<sup>2</sup>], a<sub>3s</sub> = 3-seconds-averaged acceleration)</td>
 </tr>
 <tr class="even">
-<td align="left">AccelerationTimeShare</td>
-<td align="left">[%]</td>
-<td align="left">Time share of acceleration phases (a<sub>3s</sub> &gt; 0.125 [m/s<sup>2</sup>], a<sub>3s</sub> = 3-seconds-averaged acceleration)</td>
+<td>AccelerationTimeShare</td>
+<td>[%]</td>
+<td>Time share of acceleration phases (a<sub>3s</sub> &gt; 0.125 [m/s<sup>2</sup>], a<sub>3s</sub> = 3-seconds-averaged acceleration)</td>
 </tr>
 <tr class="odd">
-<td align="left">DecelerationTimeShare</td>
-<td align="left">[%]</td>
-<td align="left">Time share of deceleration phases (a<sub>3s</sub> &lt; 0.125 [m/s<sup>2</sup>], a<sub>3s</sub> = 3-seconds-averaged acceleration)</td>
+<td>DecelerationTimeShare</td>
+<td>[%]</td>
+<td>Time share of deceleration phases (a<sub>3s</sub> &lt; 0.125 [m/s<sup>2</sup>], a<sub>3s</sub> = 3-seconds-averaged acceleration)</td>
 </tr>
 <tr class="even">
-<td align="left">CruiseTimeShare</td>
-<td align="left">[%]</td>
-<td align="left">Time share of cruise phases (-0.125 ≤ a<sub>3s</sub> ≤ 0.125 [m/s<sup>2</sup>])</td>
+<td>CruiseTimeShare</td>
+<td>[%]</td>
+<td>Time share of cruise phases (-0.125 ≤ a<sub>3s</sub> ≤ 0.125 [m/s<sup>2</sup>])</td>
 </tr>
 <tr class="odd">
-<td align="left">StopTimeShare</td>
-<td align="left">[%]</td>
-<td align="left">Time share of stop phases (v &lt; 0.1 [m/s])</td>
+<td>StopTimeShare</td>
+<td>[%]</td>
+<td>Time share of stop phases (v &lt; 0.1 [m/s])</td>
 </tr>
 </tbody>
 </table>
@@ -5840,6 +5927,29 @@ CycleTime,UnknownCycleName,3600</code></pre>
 </div>
 <div id="changelog" class="section level1">
 <h1>Changelog</h1>
+<p><strong>VECTO 3.1.1</strong></p>
+<p><strong><em>Build 740 (2017-01-10)</em></strong></p>
+<ul>
+<li>Improvements:
+<ul>
+<li>[VECTO-390, VECTO-400] Adapt engine speed to estimated engine speed after gear shift during traction interruption (double clutching)</li>
+<li>[VECTO-396, VECTO-388] Add shift losses for AT power shifts</li>
+<li>[VECTO-389] new gear shift rules for AT gearboxes</li>
+<li>[VECTO-387] added max input speed for torque converter</li>
+<li>[VECTO-385] Automatically add generic torque converter data for drag</li>
+<li>[VECTO-399] Add missions and loadings for vehicle categories 11, 12, and 16 (declaration mode)</li>
+<li>[VECTO-384] cleanup memory after simulation run</li>
+<li>[VECTO-394] new option for vectocmd to disable all output</li>
+<li>[VECTO-392] make the GUI scale depending on the Windows font size</li>
+<li>[VECTO-391] Gearbox output speed and output torque added to .vmod files</li>
+<li>[VECTO-386] Gearbox window: disable input fields not applicable for the selected gearbox type</li>
+</ul></li>
+<li>Bugfixes:
+<ul>
+<li>[VECTO-401] Computation of n_95h etc. fails if engine’s max torque is constant 0 Lookup of Airdrag parameters in declaration mode</li>
+<li>[VECTO-378] Improved file-handling in AAUX module</li>
+</ul></li>
+</ul>
 <p><strong>VECTO 3.1.0</strong></p>
 <p><strong><em>Build 683 (2016-11-14)</em></strong></p>
 <ul>