diff --git a/Documentation/User Manual/3-simulation-models/BusAuxiliaries.md b/Documentation/User Manual/3-simulation-models/BusAuxiliaries.md
new file mode 100644
index 0000000000000000000000000000000000000000..e065f8e78ed7720d299cb1b47c670ecd5687b96d
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+++ b/Documentation/User Manual/3-simulation-models/BusAuxiliaries.md	
@@ -0,0 +1,163 @@
+##Bus Auxiliaries
+
+The general approach for bus auxiliaries is that depending on the simulated driving cycle, number of passengers and selected auxiliary technologies the average power demand is calculated and applied during simulation. 
+In case of smart auxiliaries (smart air compressor or smart alternator) the smart systems are only active during braking events if there is enough exessive power to provide the increased power demand for the smart systems. This reduces the amount of mechanical braking power required. Thus, during braking events the smart air compressor may produce more compressed air than required on average and the smart alternator may generate more electric power than required on average. The final fuel consumption is corrected for the excessive compressed air volume and electric energy in a [post processing step](#engine-fuel-consumption-correction).
+
+###Engine Cooling Fan
+
+###Steering Pump
+
+###Pneumatic System
+
+###Electric System
+
+###HVAC
+
+####Model Parameters:
+
+  - Bus body
+  	 + Length $l_\textrm{Bus}$
+     + Width $b_\textrm{Bus}$
+  	 + Height $h_\textrm{Bus}$
+  	 + Double decker
+  	 + Floor type (low floor, raised floor)
+  - Auxiliary heater power
+  - HVAC system configuration
+  - Number of passengers
+  - Fuel saving technologies
+  - Environmental contidions map
+
+The environmental conditions map contains a list of environmental conditions (environmental temperature, solar factor) and a weighting factor. The power demand for the HVAC system (separated into mechanical and electrical power demand) is calculated for every environmental contition in the map and summed up with the according weighting factor.
+
+####Calculation of HVAC Power Demand
+
+$P_\textrm{HVAC,mech,sum} = \sum_\textrm{env} min(P_\textrm{HVAC,mech}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsMech}), P_\textrm{HVAC,max}) / \textrm{COP}$
+
+$P_\textrm{HVAC,el,sum} = \sum_\textrm{env} min(P_\textrm{HVAC,el}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsEl}), P_\textrm{HVAC,max}) / \textrm{COP} + P_\textrm{ventilation,heating}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsElHeatingVent}) + P_\textrm{ventilation,cooling}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsElCoolingVent})$
+
+$P_\textrm{HVAC,mech}(T, S) = \left\{
+  \begin{array}{ll}
+    0 & : T < 17^{\circ}C\\
+    0 & : \textrm{electric compressor}\\
+    min( P_\textrm{HVAC}(T, S, T_\textrm{low}) , P_\textrm{HVAC}(T, S, T_\textrm{high}(T))) & : P_\textrm{HVAC}(T, S, T_\textrm{low}) > 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) > 0 \\
+    0 & : \textrm{otherwise}
+  \end{array}
+\right.$
+
+$P_\textrm{HVAC,el}(T, S) = \left\{
+  \begin{array}{ll}
+    0 & : T < 17^{\circ}C\\
+    0 & : \textrm{mechanical compressor}\\
+    min( P_\textrm{HVAC}(T, S, T_\textrm{low}) , P_\textrm{HVAC}(T, S, T_\textrm{high}(T))) & : P_\textrm{HVAC}(T, S, T_\textrm{low}) > 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) > 0 \\
+    0 & : \textrm{otherwise}
+  \end{array}
+\right.$
+
+$P_\textrm{ventilation,heating}(T_\textrm{env}, S_\textrm{env}) = \left\{
+  \begin{array}{ll}
+    V_\textrm{Bus} * r(\textrm{true}) * 0.56 Wh/m^3 & : P_\textrm{HVAC}(T, S, T_\textrm{low}) < 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) < 0 \\
+    0 & : \textrm{otherwise}
+  \end{array}
+\right.$
+
+$P_\textrm{ventilation,cooling}(T_\textrm{env}, S_\textrm{env}) = \left\{
+  \begin{array}{ll}
+    V_\textrm{Bus} * r(\textrm{false}) * 0.56 Wh/m^3 & : T_\textrm{env} \geq 17^{\circ}C \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{low}) > 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) > 0 \\
+    0 & : \textrm{otherwise}
+  \end{array}
+\right.$
+
+$r(\textrm{heating}) = \left\{\begin{array}{ll}
+    7 \;1/h & : \textrm{HVAC Configuration 1 \& 2}\\
+    10 \;1/h & : \textrm{heating} \;\textrm{and}\; \textrm{HVAC Configuration 3 -- 9} \\
+    20 \;1/h & : \textrm{HVAC Configuration 3 -- 9} \\
+    \end{array}
+\right.$
+
+$T_\textrm{low} = 18^{\circ}C$
+
+$T_\textrm{high}(T_\textrm{env}) = \left\{\begin{array}{ll}
+    max(23^{\circ}C, T_\textrm{env} - 3^{\circ}C) & : \textrm{Low floor bus}\\
+    23^{\circ}C & : \textrm{otherwise}
+    \end{array}
+\right.$
+
+$P(T_\textrm{env}, S, T_\textrm{calc}) = Q_\textrm{Wall}(T_\textrm{env}, T_\textrm{calc}) + P_\textrm{Passenger}(T_\textrm{env}) + P_\textrm{Solar}(T_\textrm{env}, S)$
+
+$Q_\textrm{Wall}(T_\textrm{env}, T_\textrm{calc}) = (T_\textrm{env} - T_\textrm{calc}) * A_\textrm{BusSurface} * U$
+
+$P_\textrm{Passenger}(T_\textrm{env}) = \#_\textrm{Passenger} * \left\{\begin{array}{ll}
+    50\; W & : T_\textrm{env} < 17^{\circ}C\\
+    80\; W & : \textrm{otherwise}
+    \end{array}
+\right.$
+
+$P_\textrm{Solar}(T_\textrm{env}, S) = S * A_\textrm{Windows} * G * S_\textrm{clouding}(T_\textrm{env}) * 0.25$
+
+$S_\textrm{clouding}(T_\textrm{env}) = \left\{\begin{array}{ll}
+    0.65 & : T_\textrm{env} < 17^{\circ}C\\
+    0.8 & : \textrm{otherwise}
+    \end{array}
+\right.$
+
+$U = \left\{\begin{array}{ll}
+    4\; W/Km^2 & : \textrm{Low floor bus}\\
+    3\; W/Km^2 & : \textrm{Raised floor bus}
+    \end{array}
+\right.$
+
+$G = 0.95$
+
+$V_\textrm{Bus} = l_\textrm{HVAC} * b_\textrm{Bus} * h_\textrm{Bus}$
+
+$A_\textrm{BusSurface} = 2 * (l_\textrm{HVAC} * b_\textrm{Bus} + l_\textrm{HVAC} * h_\textrm{Bus} + b_\textrm{Bus} * h_\textrm{Bus})$
+
+$A_\textrm{Window} = l_\textrm{HVAC} * h_\textrm{Windows} + A_\textrm{Front\&Rear}$
+
+$l_\textrm{HVAC} =  \left\{\begin{array}{ll}
+    2 * 1.2 \;m & : \textrm{HVAC Configuration 2}\\
+    l_\textrm{Bus} & : \textrm{otherwise} \\
+    \end{array}
+\right.$
+
+$h_\textrm{Windows} = \left\{\begin{array}{ll}
+    2.5 \;m & : \textrm{Double Decker}\\
+    1.5 \;m & : \textrm{Single Decker} 
+    \end{array}
+\right.$
+
+$A_\textrm{Front\&Rear} = \left\{\begin{array}{ll}
+    8 \;m^2 & : \textrm{Double Decker}\\
+    5 \;m^2 & : \textrm{Single Decker}
+    \end{array}
+\right.$
+
+$P_\textrm{HVAC,max} = P_\textrm{HVAC,max,passenger} + P_\textrm{HVAC,max,driver}$
+
+$P_\textrm{HVAC,max,passenger} = \textrm{Lookup}_\textrm{passenger}(\textrm{HVAC Configuration}, \textrm{driving cycle}) * V_\textrm{passenger}$
+
+$V_\textrm{passenger} = l_\textrm{internal} * h_\textrm{internal} * b_\textrm{Bus}$
+
+$l_\textrm{internal} =  \left\{\begin{array}{ll}
+    2 * l_\textrm{Bus} & : \textrm{low floor} \;\textrm{and}\; \textrm{double decker}\\
+    l_\textrm{Bus} & : \textrm{low floor} \;\textrm{and}\; \textrm{single decker}\\
+    1.5 * l_\textrm{Bus} & : \textrm{raised floor} \;\textrm{and}\; \textrm{double decker} \;\textrm{and}\; \#_\textrm{passengers lower deck} > 6\\
+ l_\textrm{Bus} + 2.4 \;m & : \textrm{raised floor} \;\textrm{and}\; \textrm{double decker} \;\textrm{and}\; \#_\textrm{passengers lower deck} \leq 6\\
+    l_\textrm{Bus} & : \textrm{raised floor} \;\textrm{and}\; \textrm{single decker}\\
+    \end{array}
+\right.$
+
+$h_\textrm{internal} = \left\{\begin{array}{ll}
+    1.8 \;m & : \textrm{double decker} \\
+    h_\textrm{Bus} - 0.5 \;m & : \textrm{single decker} \;\textrm{and}\; \textrm{raised floor} \\
+    h_\textrm{Bus} & : \textrm{single decker} \;\textrm{and}\;\textrm{low floor}
+    \end{array}
+\right.$
+
+$P_\textrm{HVAC,max,driver} = \textrm{Lookup}_\textrm{driver}(\textrm{HVAC Configuration}, \textrm{driving cycle})$
+
+
+
+
+
+###Auxiliary Power Demand
\ No newline at end of file
diff --git a/Documentation/User Manual/files.txt b/Documentation/User Manual/files.txt
index c54445956dedcdb2f5b5957d81062f63d498ceb0..32dfaef27d8562a909c020ab0f04239e9226e2cb 100644
--- a/Documentation/User Manual/files.txt	
+++ b/Documentation/User Manual/files.txt	
@@ -43,6 +43,7 @@
 3-simulation-models/Gearshift_MT.md
 3-simulation-models/TC.md
 3-simulation-models/Auxiliaries.md
+3-simulation-models/BusAuxiliaries.md
 3-simulation-models/PwheelInput.md
 3-simulation-models/PTO.md
 5-input-and-output-files/input-output.md
diff --git a/Documentation/User Manual/help.html b/Documentation/User Manual/help.html
index 8a34af0ba7d5ad96ea9c518d4caac9eb572469e0..f72c473575ba2439009ffdd655b1929ed860d033 100644
--- a/Documentation/User Manual/help.html	
+++ b/Documentation/User Manual/help.html	
@@ -203,6 +203,7 @@ code > span.in { color: #60a0b0; font-weight: bold; font-style: italic; } /* Inf
 <li><a href="#shift-strategy-mt-gearshift-rules">Shift Strategy: MT Gearshift Rules</a></li>
 <li><a href="#torque-converter-model">Torque Converter Model</a></li>
 <li><a href="#auxiliaries">Auxiliaries</a></li>
+<li><a href="#bus-auxiliaries">Bus Auxiliaries</a></li>
 <li><a href="#pwheel-input-sico-mode">P<sub>wheel</sub>-Input (SiCo Mode)</a></li>
 <li><a href="#pto">PTO</a></li>
 </ul></li>
@@ -4386,6 +4387,78 @@ Example: “Gears\Gear1.vtlm” points to the “Gears” subdirectory of the Ge
 <p>In addition to the generic map-based auxiliaries approach it is also possible to specify a constant load applied to the engine during the whole mission.</p>
 </div>
 </div>
+<div id="bus-auxiliaries" class="section level2">
+<h2>Bus Auxiliaries</h2>
+<p>The general approach for bus auxiliaries is that depending on the simulated driving cycle, number of passengers and selected auxiliary technologies the average power demand is calculated and applied during simulation. In case of smart auxiliaries (smart air compressor or smart alternator) the smart systems are only active during braking events if there is enough exessive power to provide the increased power demand for the smart systems. This reduces the amount of mechanical braking power required. Thus, during braking events the smart air compressor may produce more compressed air than required on average and the smart alternator may generate more electric power than required on average. The final fuel consumption is corrected for the excessive compressed air volume and electric energy in a <a href="#engine-fuel-consumption-correction">post processing step</a>.</p>
+<div id="engine-cooling-fan" class="section level3">
+<h3>Engine Cooling Fan</h3>
+</div>
+<div id="steering-pump" class="section level3">
+<h3>Steering Pump</h3>
+</div>
+<div id="pneumatic-system" class="section level3">
+<h3>Pneumatic System</h3>
+</div>
+<div id="electric-system" class="section level3">
+<h3>Electric System</h3>
+</div>
+<div id="hvac" class="section level3">
+<h3>HVAC</h3>
+<div id="model-parameters-3" class="section level4">
+<h4>Model Parameters:</h4>
+<ul>
+<li>Bus body
+<ul>
+<li>Length <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABoAAAAQBAMAAAD6/3KbAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAInaJ72bdEFSruzLNmUTMJKmVAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAhklEQVQIHWNgYFRgQAImAUgcBjYBZF4JMoehE4U3FYXniMxjdOCer6QJM4lpAsM2BtYDUAVcAUAe9wcoj19cYBsDr8GThiuMGnYM9awMW0JvMvA2sDA9kGNgjgCpTAfyuL3AbtzGwJAB5DFWLAXp3sbA/pEp4AlvQS2QA7RPq4HxarySqiEATmAcM5o6R44AAAAASUVORK5CYII=" alt="l_\textrm{Bus}" title="l_\textrm{Bus}" /></li>
+<li>Width <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB0AAAAQBAMAAAAYI2niAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAdjIiu0SJzRBU75ndq2aQ9bOIAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAlUlEQVQIHWNgYFRgQAbM/sg8IDsEjZ+Gxi9F5XP8nDgBWYTzM8MKZD53AsNS3Y+Cl2FiPAEcn5gOMDyH8fsbOD8A+fowvhUDSwKQv411JfcCw2kBDDwM4QxM615fYNjJsECUOYCBNTGBASiv0wDka/lBdAH5PBOAfIspD8ACQH6/gRzrgh0cG8B8oP2eDNbvPgo+MwAA5kkoXVRW174AAAAASUVORK5CYII=" alt="b_\textrm{Bus}" title="b_\textrm{Bus}" /></li>
+<li>Height <img style="vertical-align:middle" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB4AAAAQBAMAAADzFNLhAAAAMFBMVEX///8AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAv3aB7AAAAD3RSTlMAIrsQMu9Uq2aJ3c12RJlAOK7YAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAmUlEQVQIHWNgEDJgQAYsqsg8IDsdjV+Bxg9E5TOGZBQgi3CEMGgg85kmMCxjqT9zXAAqyC/A8JnBi4FjA5TvysC2Achn+QDlH2dgOnDBi4FvwtWEp4zH5jLsYOAXueDa8ZyBL4GV54Isw0IGzg6Q+sVAPktQA0SXFwPDMiCf0QxqtRcD80eehqt8BnZgeaD9hxIYX/SfOTERAEN1JNn9kDrtAAAAAElFTkSuQmCC" alt="h_\textrm{Bus}" title="h_\textrm{Bus}" /></li>
+<li>Double decker</li>
+<li>Floor type (low floor, raised floor)</li>
+</ul></li>
+<li>Auxiliary heater power</li>
+<li>HVAC system configuration</li>
+<li>Number of passengers</li>
+<li>Fuel saving technologies</li>
+<li>Environmental contidions map</li>
+</ul>
+<p>The environmental conditions map contains a list of environmental conditions (environmental temperature, solar factor) and a weighting factor. The power demand for the HVAC system (separated into mechanical and electrical power demand) is calculated for every environmental contition in the map and summed up with the according weighting factor.</p>
+</div>
+<div id="calculation-of-hvac-power-demand" class="section level4">
+<h4>Calculation of HVAC Power Demand</h4>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{HVAC,mech,sum} = \sum_\textrm{env} min(P_\textrm{HVAC,mech}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsMech}), P_\textrm{HVAC,max}) / \textrm{COP}" title="P_\textrm{HVAC,mech,sum} = \sum_\textrm{env} min(P_\textrm{HVAC,mech}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsMech}), P_\textrm{HVAC,max}) / \textrm{COP}" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{HVAC,el,sum} = \sum_\textrm{env} min(P_\textrm{HVAC,el}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsEl}), P_\textrm{HVAC,max}) / \textrm{COP} + P_\textrm{ventilation,heating}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsElHeatingVent}) + P_\textrm{ventilation,cooling}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsElCoolingVent})" title="P_\textrm{HVAC,el,sum} = \sum_\textrm{env} min(P_\textrm{HVAC,el}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsEl}), P_\textrm{HVAC,max}) / \textrm{COP} + P_\textrm{ventilation,heating}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsElHeatingVent}) + P_\textrm{ventilation,cooling}(T_\textrm{env}, S_\textrm{env}) * (1 - \textrm{TechBenefitsElCoolingVent})" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{HVAC,mech}(T, S) = \left\{  \begin{array}{ll}  0 &amp; : T &lt; 17^{\circ}C\\  0 &amp; : \textrm{electric compressor}\\  min( P_\textrm{HVAC}(T, S, T_\textrm{low}) , P_\textrm{HVAC}(T, S, T_\textrm{high}(T))) &amp; : P_\textrm{HVAC}(T, S, T_\textrm{low}) &gt; 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) &gt; 0 \\  0 &amp; : \textrm{otherwise}  \end{array} \right." title="P_\textrm{HVAC,mech}(T, S) = \left\{  \begin{array}{ll}  0 &amp; : T &lt; 17^{\circ}C\\  0 &amp; : \textrm{electric compressor}\\  min( P_\textrm{HVAC}(T, S, T_\textrm{low}) , P_\textrm{HVAC}(T, S, T_\textrm{high}(T))) &amp; : P_\textrm{HVAC}(T, S, T_\textrm{low}) &gt; 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) &gt; 0 \\  0 &amp; : \textrm{otherwise}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{HVAC,el}(T, S) = \left\{  \begin{array}{ll}  0 &amp; : T &lt; 17^{\circ}C\\  0 &amp; : \textrm{mechanical compressor}\\  min( P_\textrm{HVAC}(T, S, T_\textrm{low}) , P_\textrm{HVAC}(T, S, T_\textrm{high}(T))) &amp; : P_\textrm{HVAC}(T, S, T_\textrm{low}) &gt; 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) &gt; 0 \\  0 &amp; : \textrm{otherwise}  \end{array} \right." title="P_\textrm{HVAC,el}(T, S) = \left\{  \begin{array}{ll}  0 &amp; : T &lt; 17^{\circ}C\\  0 &amp; : \textrm{mechanical compressor}\\  min( P_\textrm{HVAC}(T, S, T_\textrm{low}) , P_\textrm{HVAC}(T, S, T_\textrm{high}(T))) &amp; : P_\textrm{HVAC}(T, S, T_\textrm{low}) &gt; 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) &gt; 0 \\  0 &amp; : \textrm{otherwise}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{ventilation,heating}(T_\textrm{env}, S_\textrm{env}) = \left\{  \begin{array}{ll}  V_\textrm{Bus} * r(\textrm{true}) * 0.56 Wh/m^3 &amp; : P_\textrm{HVAC}(T, S, T_\textrm{low}) &lt; 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) &lt; 0 \\  0 &amp; : \textrm{otherwise}  \end{array} \right." title="P_\textrm{ventilation,heating}(T_\textrm{env}, S_\textrm{env}) = \left\{  \begin{array}{ll}  V_\textrm{Bus} * r(\textrm{true}) * 0.56 Wh/m^3 &amp; : P_\textrm{HVAC}(T, S, T_\textrm{low}) &lt; 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) &lt; 0 \\  0 &amp; : \textrm{otherwise}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{ventilation,cooling}(T_\textrm{env}, S_\textrm{env}) = \left\{  \begin{array}{ll}  V_\textrm{Bus} * r(\textrm{false}) * 0.56 Wh/m^3 &amp; : T_\textrm{env} \geq 17^{\circ}C \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{low}) &gt; 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) &gt; 0 \\  0 &amp; : \textrm{otherwise}  \end{array} \right." title="P_\textrm{ventilation,cooling}(T_\textrm{env}, S_\textrm{env}) = \left\{  \begin{array}{ll}  V_\textrm{Bus} * r(\textrm{false}) * 0.56 Wh/m^3 &amp; : T_\textrm{env} \geq 17^{\circ}C \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{low}) &gt; 0 \;\textrm{and}\; P_\textrm{HVAC}(T, S, T_\textrm{high}(T)) &gt; 0 \\  0 &amp; : \textrm{otherwise}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="r(\textrm{heating}) = \left\{\begin{array}{ll}  7 \;1/h &amp; : \textrm{HVAC Configuration 1 \&amp; 2}\\  10 \;1/h &amp; : \textrm{heating} \;\textrm{and}\; \textrm{HVAC Configuration 3 -- 9} \\  20 \;1/h &amp; : \textrm{HVAC Configuration 3 -- 9} \\  \end{array} \right." title="r(\textrm{heating}) = \left\{\begin{array}{ll}  7 \;1/h &amp; : \textrm{HVAC Configuration 1 \&amp; 2}\\  10 \;1/h &amp; : \textrm{heating} \;\textrm{and}\; \textrm{HVAC Configuration 3 -- 9} \\  20 \;1/h &amp; : \textrm{HVAC Configuration 3 -- 9} \\  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="T_\textrm{low} = 18^{\circ}C" title="T_\textrm{low} = 18^{\circ}C" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="T_\textrm{high}(T_\textrm{env}) = \left\{\begin{array}{ll}  max(23^{\circ}C, T_\textrm{env} - 3^{\circ}C) &amp; : \textrm{Low floor bus}\\  23^{\circ}C &amp; : \textrm{otherwise}  \end{array} \right." title="T_\textrm{high}(T_\textrm{env}) = \left\{\begin{array}{ll}  max(23^{\circ}C, T_\textrm{env} - 3^{\circ}C) &amp; : \textrm{Low floor bus}\\  23^{\circ}C &amp; : \textrm{otherwise}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P(T_\textrm{env}, S, T_\textrm{calc}) = Q_\textrm{Wall}(T_\textrm{env}, T_\textrm{calc}) + P_\textrm{Passenger}(T_\textrm{env}) + P_\textrm{Solar}(T_\textrm{env}, S)" title="P(T_\textrm{env}, S, T_\textrm{calc}) = Q_\textrm{Wall}(T_\textrm{env}, T_\textrm{calc}) + P_\textrm{Passenger}(T_\textrm{env}) + P_\textrm{Solar}(T_\textrm{env}, S)" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="Q_\textrm{Wall}(T_\textrm{env}, T_\textrm{calc}) = (T_\textrm{env} - T_\textrm{calc}) * A_\textrm{BusSurface} * U" title="Q_\textrm{Wall}(T_\textrm{env}, T_\textrm{calc}) = (T_\textrm{env} - T_\textrm{calc}) * A_\textrm{BusSurface} * U" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{Passenger}(T_\textrm{env}) = \#_\textrm{Passenger} * \left\{\begin{array}{ll}  50\; W &amp; : T_\textrm{env} &lt; 17^{\circ}C\\  80\; W &amp; : \textrm{otherwise}  \end{array} \right." title="P_\textrm{Passenger}(T_\textrm{env}) = \#_\textrm{Passenger} * \left\{\begin{array}{ll}  50\; W &amp; : T_\textrm{env} &lt; 17^{\circ}C\\  80\; W &amp; : \textrm{otherwise}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{Solar}(T_\textrm{env}, S) = S * A_\textrm{Windows} * G * S_\textrm{clouding}(T_\textrm{env}) * 0.25" title="P_\textrm{Solar}(T_\textrm{env}, S) = S * A_\textrm{Windows} * G * S_\textrm{clouding}(T_\textrm{env}) * 0.25" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="S_\textrm{clouding}(T_\textrm{env}) = \left\{\begin{array}{ll}  0.65 &amp; : T_\textrm{env} &lt; 17^{\circ}C\\  0.8 &amp; : \textrm{otherwise}  \end{array} \right." title="S_\textrm{clouding}(T_\textrm{env}) = \left\{\begin{array}{ll}  0.65 &amp; : T_\textrm{env} &lt; 17^{\circ}C\\  0.8 &amp; : \textrm{otherwise}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="U = \left\{\begin{array}{ll}  4\; W/Km^2 &amp; : \textrm{Low floor bus}\\  3\; W/Km^2 &amp; : \textrm{Raised floor bus}  \end{array} \right." title="U = \left\{\begin{array}{ll}  4\; W/Km^2 &amp; : \textrm{Low floor bus}\\  3\; W/Km^2 &amp; : \textrm{Raised floor bus}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="G = 0.95" title="G = 0.95" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="V_\textrm{Bus} = l_\textrm{HVAC} * b_\textrm{Bus} * h_\textrm{Bus}" title="V_\textrm{Bus} = l_\textrm{HVAC} * b_\textrm{Bus} * h_\textrm{Bus}" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="A_\textrm{BusSurface} = 2 * (l_\textrm{HVAC} * b_\textrm{Bus} + l_\textrm{HVAC} * h_\textrm{Bus} + b_\textrm{Bus} * h_\textrm{Bus})" title="A_\textrm{BusSurface} = 2 * (l_\textrm{HVAC} * b_\textrm{Bus} + l_\textrm{HVAC} * h_\textrm{Bus} + b_\textrm{Bus} * h_\textrm{Bus})" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="A_\textrm{Window} = l_\textrm{HVAC} * h_\textrm{Windows} + A_\textrm{Front\&amp;Rear}" title="A_\textrm{Window} = l_\textrm{HVAC} * h_\textrm{Windows} + A_\textrm{Front\&amp;Rear}" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="l_\textrm{HVAC} = \left\{\begin{array}{ll}  2 * 1.2 \;m &amp; : \textrm{HVAC Configuration 2}\\  l_\textrm{Bus} &amp; : \textrm{otherwise} \\  \end{array} \right." title="l_\textrm{HVAC} = \left\{\begin{array}{ll}  2 * 1.2 \;m &amp; : \textrm{HVAC Configuration 2}\\  l_\textrm{Bus} &amp; : \textrm{otherwise} \\  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="h_\textrm{Windows} = \left\{\begin{array}{ll}  2.5 \;m &amp; : \textrm{Double Decker}\\  1.5 \;m &amp; : \textrm{Single Decker}  \end{array} \right." title="h_\textrm{Windows} = \left\{\begin{array}{ll}  2.5 \;m &amp; : \textrm{Double Decker}\\  1.5 \;m &amp; : \textrm{Single Decker}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="A_\textrm{Front\&amp;Rear} = \left\{\begin{array}{ll}  8 \;m^2 &amp; : \textrm{Double Decker}\\  5 \;m^2 &amp; : \textrm{Single Decker}  \end{array} \right." title="A_\textrm{Front\&amp;Rear} = \left\{\begin{array}{ll}  8 \;m^2 &amp; : \textrm{Double Decker}\\  5 \;m^2 &amp; : \textrm{Single Decker}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{HVAC,max} = P_\textrm{HVAC,max,passenger} + P_\textrm{HVAC,max,driver}" title="P_\textrm{HVAC,max} = P_\textrm{HVAC,max,passenger} + P_\textrm{HVAC,max,driver}" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{HVAC,max,passenger} = \textrm{Lookup}_\textrm{passenger}(\textrm{HVAC Configuration}, \textrm{driving cycle}) * V_\textrm{passenger}" title="P_\textrm{HVAC,max,passenger} = \textrm{Lookup}_\textrm{passenger}(\textrm{HVAC Configuration}, \textrm{driving cycle}) * V_\textrm{passenger}" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="V_\textrm{passenger} = l_\textrm{internal} * h_\textrm{internal} * b_\textrm{Bus}" title="V_\textrm{passenger} = l_\textrm{internal} * h_\textrm{internal} * b_\textrm{Bus}" /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="l_\textrm{internal} = \left\{\begin{array}{ll}  2 * l_\textrm{Bus} &amp; : \textrm{low floor} \;\textrm{and}\; \textrm{double decker}\\  l_\textrm{Bus} &amp; : \textrm{low floor} \;\textrm{and}\; \textrm{single decker}\\  1.5 * l_\textrm{Bus} &amp; : \textrm{raised floor} \;\textrm{and}\; \textrm{double decker} \;\textrm{and}\; \#_\textrm{passengers lower deck} &gt; 6\\  l_\textrm{Bus} + 2.4 \;m &amp; : \textrm{raised floor} \;\textrm{and}\; \textrm{double decker} \;\textrm{and}\; \#_\textrm{passengers lower deck} \leq 6\\  l_\textrm{Bus} &amp; : \textrm{raised floor} \;\textrm{and}\; \textrm{single decker}\\  \end{array} \right." title="l_\textrm{internal} = \left\{\begin{array}{ll}  2 * l_\textrm{Bus} &amp; : \textrm{low floor} \;\textrm{and}\; \textrm{double decker}\\  l_\textrm{Bus} &amp; : \textrm{low floor} \;\textrm{and}\; \textrm{single decker}\\  1.5 * l_\textrm{Bus} &amp; : \textrm{raised floor} \;\textrm{and}\; \textrm{double decker} \;\textrm{and}\; \#_\textrm{passengers lower deck} &gt; 6\\  l_\textrm{Bus} + 2.4 \;m &amp; : \textrm{raised floor} \;\textrm{and}\; \textrm{double decker} \;\textrm{and}\; \#_\textrm{passengers lower deck} \leq 6\\  l_\textrm{Bus} &amp; : \textrm{raised floor} \;\textrm{and}\; \textrm{single decker}\\  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="h_\textrm{internal} = \left\{\begin{array}{ll}  1.8 \;m &amp; : \textrm{double decker} \\  h_\textrm{Bus} - 0.5 \;m &amp; : \textrm{single decker} \;\textrm{and}\; \textrm{raised floor} \\  h_\textrm{Bus} &amp; : \textrm{single decker} \;\textrm{and}\;\textrm{low floor}  \end{array} \right." title="h_\textrm{internal} = \left\{\begin{array}{ll}  1.8 \;m &amp; : \textrm{double decker} \\  h_\textrm{Bus} - 0.5 \;m &amp; : \textrm{single decker} \;\textrm{and}\; \textrm{raised floor} \\  h_\textrm{Bus} &amp; : \textrm{single decker} \;\textrm{and}\;\textrm{low floor}  \end{array} \right." /></p>
+<p><img style="vertical-align:middle" src="data:image/png;base64,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" alt="P_\textrm{HVAC,max,driver} = \textrm{Lookup}_\textrm{driver}(\textrm{HVAC Configuration}, \textrm{driving cycle})" title="P_\textrm{HVAC,max,driver} = \textrm{Lookup}_\textrm{driver}(\textrm{HVAC Configuration}, \textrm{driving cycle})" /></p>
+</div>
+</div>
+<div id="auxiliary-power-demand" class="section level3">
+<h3>Auxiliary Power Demand</h3>
+</div>
+</div>
 <div id="pwheel-input-sico-mode" class="section level2">
 <h2>P<sub>wheel</sub>-Input (SiCo Mode)</h2>
 <p>For verification tasks it is possible to manually input the power at wheels (P<sub>wheel</sub>) which is normally calculated via longitudinal dynamics. In this case VECTO only calculates the losses between wheels and engine and adds auxiliary power demand. This mode is active as soon as P<sub>wheel</sub>, Gear and Engine Speed are defined in the driving cycle.</p>