package Driveline annotation(Documentation(info="
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Driveline: Analyze a Drive Cycle

In order to get the full experience of this example, you need the following:

 

Parts of this example require Mathematica. Open the accompanying notebook Driveline.nb in Mathematica for those scenarios.

 

Package Overview

This package contains a model of a driveline:

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This domain example is an informational resource made freely available by Wolfram Research.

Use of This Example

License

All content in this bundle is licensed under the Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. By accessing the content or using it in any way, you accept and agree to be bound by the terms of this license. If you do not agree to these Terms of Use, you may not use this content. Wolfram Research reserves the right to change, modify, add to, or remove portions of these Terms of Use at any time without notice. Please refer back to www.wolfram.com for the latest Terms of Use.

A summary of the licensing terms can be found at:
http://creativecommons.org/licenses/by-nc-sa/3.0

The full legal code can be found at:
http://creativecommons.org/licenses/by-nc-sa/3.0/legalcode

 
", revisions=""), Icon(coordinateSystem(extent={{-100.0,-100.0},{100.0,100.0}}, preserveAspectRatio=true, initialScale=0.1, grid={10,10}), graphics={Text(visible=true, origin={0.0,28.0}, lineColor={255,0,0}, extent={{-120.0,73.0},{120.0,132.0}}, textString="%name", fontName="Arial"),Rectangle(visible=true, lineColor={111,0,0}, fillColor={255,0,0}, fillPattern=FillPattern.HorizontalCylinder, lineThickness=4, extent={{-90.0,-90.0},{90.0,90.0}}, radius=25),Text(visible=true, origin={12.0,20.8333}, fillColor={255,255,255}, fillPattern=FillPattern.Solid, extent={{-102.0,-70.8333},{78.0,29.1667}}, textString="Ex", fontName="Arial")}), uses(Modelica(version="3.1")), __Wolfram(openClass=Driveline.ExampleModel, useDocumentationTemplate=false)); model Components extends Modelica.Icons.Library; annotation(Documentation(info="
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Driveline: Components

 

Package Overview

This package contains custom components used in the main model.

\"Show\"\"Hide\"Terms and Conditions of Use

This domain example is an informational resource made freely available by Wolfram Research.

Use of This Example

License

All content in this bundle is licensed under the Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. By accessing the content or using it in any way, you accept and agree to be bound by the terms of this license. If you do not agree to these Terms of Use, you may not use this content. Wolfram Research reserves the right to change, modify, add to, or remove portions of these Terms of Use at any time without notice. Please refer back to www.wolfram.com for the latest Terms of Use.

A summary of the licensing terms can be found at:
http://creativecommons.org/licenses/by-nc-sa/3.0

The full legal code can be found at:
http://creativecommons.org/licenses/by-nc-sa/3.0/legalcode

 
", revisions=""), Diagram(coordinateSystem(extent={{-148.5,-105.0},{148.5,105.0}}, preserveAspectRatio=true, initialScale=0.1, grid={5,5}))); model Brakes annotation(Documentation(info="
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Driveline: Brakes

 

Description

This brake model uses the Modelica Standard Library brake and the operation of the brake is done by the driver.

View the model diagram for this model.

\"Show\"\"Hide\"Terms and Conditions of Use

This domain example is an informational resource made freely available by Wolfram Research.

Use of This Example

License

All content in this bundle is licensed under the Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. By accessing the content or using it in any way, you accept and agree to be bound by the terms of this license. If you do not agree to these Terms of Use, you may not use this content. Wolfram Research reserves the right to change, modify, add to, or remove portions of these Terms of Use at any time without notice. Please refer back to www.wolfram.com for the latest Terms of Use.

A summary of the licensing terms can be found at:
http://creativecommons.org/licenses/by-nc-sa/3.0

The full legal code can be found at:
http://creativecommons.org/licenses/by-nc-sa/3.0/legalcode

 
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transformation(origin={40.0,-30.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=-270))); Modelica.Mechanics.Rotational.Components.Brake brake1(cgeo=0.05, fn_max=240000, mue_pos=[0,0.3], peak=1.1) annotation(Placement(visible=true, transformation(origin={40.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=-270))); Modelica.Mechanics.Rotational.Interfaces.Flange_a flange_a1 annotation(Placement(visible=true, transformation(origin={40.0,-52.0187}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0), iconTransformation(origin={100.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Mechanics.Rotational.Interfaces.Flange_b flange_b1 annotation(Placement(visible=true, transformation(origin={40.0,53.4396}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0), iconTransformation(origin={-100.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Blocks.Interfaces.RealInput u annotation(Placement(visible=true, transformation(origin={-94.0229,0.0}, extent={{-20.0,-20.0},{20.0,20.0}}, rotation=0), iconTransformation(origin={0.0,120.0}, extent={{-20.0,-20.0},{20.0,20.0}}, rotation=-90))); equation connect(brake1.f_normalized,u) annotation(Line(visible=true, origin={-32.5115,0.0}, points={{61.5115,0.0},{-61.5115,0.0}}, color={0,0,127})); connect(inertia1.flange_b,brake1.flange_a) annotation(Line(visible=true, origin={40.0,-15.0}, points={{0.0,-5.0},{0.0,5.0}})); connect(inertia1.flange_a,flange_a1) annotation(Line(visible=true, origin={40.0,-46.0093}, points={{0.0,6.0093},{0.0,-6.0094}})); connect(brake1.flange_b,flange_b1) annotation(Line(visible=true, origin={40.0,31.7198}, points={{0.0,-21.7198},{0.0,21.7198}})); end Brakes; model CarBody "Simplifed chassis model" annotation(Documentation(info="
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Driveline: CarBody

 

Description

The car body takes the air drag into account with quadratic speed dependence. The output is the vehicle speed in km/h.

View the model diagram for this model.

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The full legal code can be found at:
http://creativecommons.org/licenses/by-nc-sa/3.0/legalcode

 
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fillColor={255,255,255}, extent={{-100.0,-100.0},{100.0,100.0}})}), Diagram(coordinateSystem(extent={{-74.0,-52.5},{74.0,52.5}}, preserveAspectRatio=true, initialScale=0.1, grid={10,10}))); Modelica.Blocks.Math.Gain toKPH(k=3.6) annotation(Placement(visible=true, transformation(origin={-40.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=-180))); Modelica.Mechanics.Translational.Sensors.SpeedSensor tachometer annotation(Placement(visible=true, transformation(origin={0.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=-180))); Modelica.Mechanics.Translational.Sources.QuadraticSpeedDependentForce airDrag(f_nominal=-0.3896, v_nominal=1) annotation(Placement(visible=true, transformation(origin={0.0,-40.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Mechanics.Translational.Components.Mass lumpedBody(L=4.5, m=1183) annotation(Placement(visible=true, transformation(origin={40.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=-180))); Modelica.Mechanics.Translational.Interfaces.Flange_a flange_a1 annotation(Placement(visible=true, transformation(origin={74.5396,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0), iconTransformation(origin={100.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Blocks.Interfaces.RealOutput y annotation(Placement(visible=true, transformation(origin={-84.3292,-0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=-180), iconTransformation(origin={-110.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=-180))); equation connect(airDrag.flange,lumpedBody.flange_b) annotation(Line(visible=true, origin={26.55,-20.0}, points={{-16.55,-20.0},{3.45,-20.0},{3.45,20.0},{3.45,20.0}}, color={0,127,0})); connect(tachometer.flange,lumpedBody.flange_b) annotation(Line(visible=true, origin={20.0,0.0}, points={{-10.0,0.0},{10.0,0.0}}, color={0,127,0})); connect(flange_a1,lumpedBody.flange_a) annotation(Line(visible=true, origin={62.2698,0.0}, points={{12.2698,0.0},{-12.2698,0.0}}, color={0,127,0})); connect(tachometer.v,toKPH.u) annotation(Line(visible=true, origin={-19.5,0.0}, points={{8.5,0.0},{-8.5,0.0}}, color={0,0,127})); connect(y,toKPH.y) annotation(Line(visible=true, origin={-67.6646,0.0}, points={{-16.6646,0.0},{16.6646,0.0}}, color={0,0,127})); end CarBody; model Driver annotation(Documentation(info="
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Driveline: Driver

 

Description

The driver uses a PID controller to adjust the throttle and brakes to fit the reference speed.

View the model diagram for this model.

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transformation(origin={-135.0,-60.0}, extent={{-20.0,-20.0},{20.0,20.0}}, rotation=-360), iconTransformation(origin={-75.0,-125.0}, extent={{-25.0,-25.0},{25.0,25.0}}, rotation=-270))); Modelica.Blocks.Interfaces.RealInput measuredSpeed annotation(Placement(visible=true, transformation(origin={-135.0,40.0}, extent={{-20.0,-20.0},{20.0,20.0}}, rotation=-360), iconTransformation(origin={-75.0,125.0}, extent={{-25.0,-25.0},{25.0,25.0}}, rotation=-90))); Modelica.Blocks.Interfaces.RealOutput throttle annotation(Placement(visible=true, transformation(origin={115.0,-60.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0), iconTransformation(origin={110.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Blocks.Continuous.LimPID pidControler(yMax=1, yMin=-1, initType=1, controllerType=Modelica.Blocks.Types.SimpleController.PID, k=0.1, Ti=4) annotation(Placement(visible=true, transformation(origin={-70.0,0.0}, extent={{-10.0,10.0},{10.0,-10.0}}, rotation=0))); Modelica.Blocks.Sources.CombiTimeTable modeShift(fileName="DocumentationFiles/timet.txt", tableName="var1", tableOnFile=true, extrapolation=Modelica.Blocks.Types.Extrapolation.HoldLastPoint) annotation(Placement(visible=true, transformation(origin={50.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Blocks.Interfaces.RealOutput brakeSignal annotation(Placement(visible=true, transformation(origin={115.0,40.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0), iconTransformation(origin={110.0,-90.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Blocks.Math.Max max1 annotation(Placement(visible=true, transformation(origin={-20.0,-20.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Blocks.Math.Min min1 annotation(Placement(visible=true, transformation(origin={-20.0,20.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Blocks.Sources.Constant const(k=0) annotation(Placement(visible=true, transformation(origin={-46.7979,57.3813}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=-90))); Modelica.Blocks.Math.Abs abs1 annotation(Placement(visible=true, transformation(origin={40.0,40.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); Modelica.Blocks.Continuous.FirstOrder firstOrder1(T=4) annotation(Placement(visible=true, transformation(origin={80.0,40.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0))); equation connect(clutchSignal,product1.u2) annotation(Line(visible=true, origin={-44.25,-63.0}, points={{-90.75,3.0},{24.25,3.0},{24.25,-3.0},{52.25,-3.0}}, color={0,0,127})); connect(measuredSpeed,pidControler.u_m) annotation(Line(visible=true, origin={-91.6667,30.6667}, points={{-43.3333,9.3333},{21.6667,9.3333},{21.6667,-18.6667}}, color={0,0,127})); connect(referenceSpeed.y[1],pidControler.u_s) annotation(Line(visible=true, origin={-83.0,0.0}, points={{-1.0,0.0},{1.0,0.0}}, color={0,0,127})); connect(product1.y,throttle) annotation(Line(visible=true, origin={73.0,-60.0}, points={{-42.0,0.0},{42.0,0.0}}, color={0,0,127})); connect(modeShift.y[1],modeChooser) annotation(Line(visible=true, origin={88.0,0.0}, points={{-27.0,0.0},{27.0,0.0}}, color={0,0,127})); connect(firstOrder1.y,brakeSignal) annotation(Line(visible=true, origin={103.0,40.0}, points={{-12.0,0.0},{12.0,0.0}}, color={0,0,127})); connect(min1.u2,pidControler.y) annotation(Line(visible=true, origin={-55.25,17.0}, points={{23.25,-3.0},{0.25,-3.0},{0.25,-17.0},{-3.75,-17.0}}, color={0,0,127})); connect(max1.u2,pidControler.y) annotation(Line(visible=true, origin={-55.25,22.0}, points={{23.25,-48.0},{0.25,-48.0},{0.25,-22.0},{-3.75,-22.0}}, color={0,0,127})); connect(const.y,max1.u1) annotation(Line(visible=true, origin={-41.8653,6.1271}, points={{-4.9326,40.2542},{-4.9326,-20.1271},{9.8653,-20.1271}}, color={0,0,127})); connect(min1.u1,const.y) annotation(Line(visible=true, origin={-41.8653,32.7938}, points={{9.8653,-6.7938},{-4.9326,-6.7938},{-4.9326,13.5875}}, color={0,0,127})); connect(abs1.u,min1.y) annotation(Line(visible=true, origin={9.75,30.0}, points={{18.25,10.0},{-14.75,10.0},{-14.75,-10.0},{-18.75,-10.0}}, color={0,0,127})); connect(product1.u1,max1.y) annotation(Line(visible=true, origin={2.75,-37.0}, points={{5.25,-17.0},{-7.75,-17.0},{-7.75,17.0},{-11.75,17.0}}, color={0,0,127})); connect(abs1.y,firstOrder1.u) annotation(Line(visible=true, origin={59.5,40.0}, points={{-8.5,0.0},{8.5,0.0}}, color={0,0,127})); end Driver; model IdealDifferential "Model of an ideal differential" Modelica.Mechanics.Rotational.Interfaces.Flange_a drivingTorque annotation(Placement(visible=true, transformation(origin={-110.0,0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0), iconTransformation(origin={-100.0,-0.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0)), ModelEditor=list(rule(Extent, list(list(0.0, 4.0), list(0.75, 0.75))), rule(NamePosition, list(0.375, -0.25)))); Modelica.Mechanics.Rotational.Interfaces.Flange_b flange_left annotation(Placement(visible=true, transformation(origin={0.0,-110.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0), iconTransformation(origin={0.0,-100.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0)), ModelEditor=list(rule(Extent, list(list(4.0375, -0.0375000000000001), list(0.825, 0.825))), rule(NamePosition, list(0.375, -0.3)))); Modelica.Mechanics.Rotational.Interfaces.Flange_b flange_right annotation(Placement(visible=true, transformation(origin={0.0,110.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0), iconTransformation(origin={0.0,100.0}, extent={{-10.0,-10.0},{10.0,10.0}}, rotation=0)), ModelEditor=list(rule(Extent, list(list(4.1875, 7.9625), list(0.824999999999999, 0.824999999999999))), rule(NamePosition, list(0.387499999999999, -0.249999999999999)))); parameter Real ratio=4.29; equation drivingTorque.phi/ratio=1/2*(flange_left.phi + flange_right.phi); drivingTorque.tau*ratio=-flange_left.tau; flange_left.tau=flange_right.tau; annotation(Documentation(info="
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Driveline: IdealDifferential

 

Description

This model represents an ideal differential and thus splits the driving torque into two equal parts, while allowing for different angular velocities at the output flanges.

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http://creativecommons.org/licenses/by-nc-sa/3.0/legalcode

 
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Driveline: Wheel

 

Description

The wheel component has a friction component attached to it to emulate the rolling resistance.

View the model diagram for this model.

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