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Add starting point for figures in Electrical.Analog. #4679

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18 changes: 17 additions & 1 deletion Modelica/Electrical/Analog/Examples/AD_DA_conversion.mo
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Expand Up @@ -58,5 +58,21 @@ equation
<ul>
<li><em>October 13, 2009 </em>by Matthias Franke</li>
</ul>
</html>"));
</html>",
figures = {
Figure(
title = "Voltage conversion",
identifier = "a190f",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = aD_Converter.p.v, legend = "Voltage at the aD_Converter"),
Curve(y = dA_Converter.p.v, legend = "Voltage at the dA_Converter")
}
)
}
)
}
));
end AD_DA_conversion;
24 changes: 23 additions & 1 deletion Modelica/Electrical/Analog/Examples/AmplifierWithOpAmpDetailed.mo
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Expand Up @@ -70,5 +70,27 @@ equation
</dl>
</html>", info="<html>
<p>With the test circuit AmplifierWithOpAmpDetailed a time domain analysis of the example arrangement with a sinusoidal input voltage (12 V amplitude, frequency 1 kHz) using the operational amplifier model OpAmpDetailed is carried out. The working voltages are 15 V and -15 V.</p>
</html>"));
</html>",
figures = {
Figure(
title = "Voltages",
identifier = "7f61d",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = sineVoltage.v, legend = "Voltage from source sineVoltage")
}
),
Plot(
curves = {
Curve(y = opAmp.outp.v, legend = "Output voltage from opAmp"),
Curve(y = opAmp.m_supply.v, legend = "Supply voltage in opAmp.m_supply (negative limit voltage)"),
Curve(y = opAmp.p_supply.v, legend = "Supply voltage in opAmp.p_supply (positive limit voltage)")
}
)
}
)
}
));
end AmplifierWithOpAmpDetailed;
34 changes: 33 additions & 1 deletion Modelica/Electrical/Analog/Examples/CauerLowPassAnalog.mo
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Expand Up @@ -121,5 +121,37 @@ equation
</html>", info="<html>
<p>The example Cauer Filter is a low-pass-filter of the fifth order. It is realized using an analog network. The voltage source V is the input voltage (step), and the R2.p.v is the filter output voltage. The pulse response is calculated.</p>
<p>The simulation end time should be 60. Please plot both V.p.v (input voltage) and R2.p.v (output voltage).</p>
</html>"));
</html>",
figures = {
Figure(
title = "Filter",
identifier = "da435",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = V.p.v, legend = "Input voltage"),
Curve(y = R2.p.v, legend = "Output voltage")
}
)
}
),
Figure(
title = "Capacitor voltages",
identifier = "82d53",
plots = {
Plot(
curves = {
Curve(y = C1.v, legend = "Voltage over C1"),
Curve(y = C2.v, legend = "Voltage over C2"),
Curve(y = C3.v, legend = "Voltage over C3"),
Curve(y = C4.v, legend = "Voltage over C4"),
Curve(y = C5.v, legend = "Voltage over C5"),
Curve(y = V.p.v, legend = "Input voltage")
}
)
}
)
}
));
end CauerLowPassAnalog;
34 changes: 33 additions & 1 deletion Modelica/Electrical/Analog/Examples/CauerLowPassOPV.mo
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Expand Up @@ -269,5 +269,37 @@ equation
<p>This model is identical to the CauerLowPassAnalog example, but inverting. To get the same response as that of the CauerLowPassAnalog example, a negative voltage step is used as input.</p>
<p>The simulation end time should be 60. Please plot both V.v (which is the inverted input voltage) and OP5.p.v (output voltage). Compare this result with the CauerLowPassAnalog result.</p>
<p>During translation some warnings are issued concerning resistor values (Value=-1 not in range [0,1e100]). Do not worry about it. The negative values are o.k.</p>
</html>"));
</html>",
figures = {
Figure(
title = "Filter",
identifier = "4b9b8",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = V.v, legend = "Input voltage"),
Curve(y = Op5.out.v, legend = "Output voltage")
}
)
}
),
Figure(
title = "Operation amplifier voltages",
identifier = "57787",
plots = {
Plot(
curves = {
Curve(y = Op1.out.v, legend = "Voltage from Op1"),
Curve(y = Op2.out.v, legend = "Voltage from Op2"),
Curve(y = Op3.out.v, legend = "Voltage from Op3"),
Curve(y = Op4.out.v, legend = "Voltage from Op4"),
Curve(y = Op5.out.v, legend = "Voltage from Op5"),
Curve(y = V.v, legend = "Input signal")
}
)
}
)
}
));
end CauerLowPassOPV;
34 changes: 33 additions & 1 deletion Modelica/Electrical/Analog/Examples/CauerLowPassSC.mo
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Expand Up @@ -281,5 +281,37 @@ equation
<p>This model is identical to the CauerLowPassOPV example. But the resistors are realized by switched capacitors (see <a href=\"modelica://Modelica.Electrical.Analog.Examples.Utilities.SwitchedCapacitor\">SwitchedCapacitor</a>). There are two different types of instances, one with a value of <code>R=1</code> and one with a value of <code>R=-1</code>.</p>
<p>The simulation end time should be 60. Please plot both V.v (which is the inverted input voltage) and OP5.out.v (output voltage). Compare this result with the CauerLowPassAnalog result.</p>
<p>Due to the recharging of the capacitances after switching the performance of simulation is not as good as in the CauerLowPassOPV example.</p>
</html>"));
</html>",
figures = {
Figure(
title = "Filter",
identifier = "9ed30",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = V.v, legend = "Input voltage"),
Curve(y = Op5.out.v, legend = "Output voltage")
}
)
}
),
Figure(
title = "Operational ampfilier voltages",
identifier = "fdc56",
plots = {
Plot(
curves = {
Curve(y = Op1.out.v, legend = "Voltage from Op1"),
Curve(y = Op2.out.v, legend = "Voltage from Op2"),
Curve(y = Op3.out.v, legend = "Voltage from Op3"),
Curve(y = Op4.out.v, legend = "Voltage from Op4"),
Curve(y = Op5.out.v, legend = "Voltage from Op5"),
Curve(y = V.v, legend = "Input voltage")
}
)
}
)
}
));
end CauerLowPassSC;
29 changes: 28 additions & 1 deletion Modelica/Electrical/Analog/Examples/CharacteristicIdealDiodes.mo
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Expand Up @@ -92,6 +92,33 @@ Ideal.i versus Ideal.v, With_Ron_Goff.i versus With_Ron_Goff.v, With_Ron_Goff_Vk
by Christoph Clauss<br> realized<br>
</li>
</ul>
</html>"),
</html>",
figures = {
Figure(
title = "Diode responses",
identifier = "b56f9",
preferred = true,
plots = {
Plot(
curves = {
Curve(x = Ideal.i, y = Ideal.v, legend = "Ideal diode voltage vs. current")
},
x = Axis(min = -114.997, max = 10124.3),
y = Axis(min = -11.2936, max = 1.39137)
),
Plot(
curves = {
Curve(x = With_Ron_Goff.i, y = With_Ron_Goff.v, legend = "Nearly ideal diode voltage vs. current")
}
),
Plot(
curves = {
Curve(x = With_Ron_Goff_Vknee.i, y = With_Ron_Goff_Vknee.v, legend = "Nearly ideal and displaced diode voltage vs. current")
}
)
}
)
}
),
experiment(StopTime=1));
end CharacteristicIdealDiodes;
36 changes: 35 additions & 1 deletion Modelica/Electrical/Analog/Examples/CharacteristicThyristors.mo
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Expand Up @@ -100,5 +100,39 @@ annotation (Diagram(coordinateSystem(preserveAspectRatio=false, extent={{-100,-1
by Christoph Clauss<br> realized<br>
</li>
</ul>
</html>"), experiment(StopTime=6));
</html>",
figures = {
Figure(
title = "Ideal thyristors table input",
identifier = "11ab7",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = IdealThyristor1.v, legend = "Ideal thyristor voltage"),
Curve(y = IdealGTOThyristor1.v, legend = "Ideal GTO thyristor voltage")
}
),
Plot(
curves = {
Curve(y = IdealThyristor1.off, legend = "Ideal thyristor off signal"),
Curve(y = IdealGTOThyristor1.off, legend = "Ideal GTO thyristor off signal")
}
)
}
),
Figure(
title = "Ideal thyristors periodic input",
identifier = "9c2a0",
plots = {
Plot(
curves = {
Curve(y = IdealThyristor2.v, legend = "Ideal thyristor voltage"),
Curve(y = IdealGTOThyristor2.v, legend = "Ideal GTO thyristor voltage")
}
)
}
)
}
), experiment(StopTime=6));
end CharacteristicThyristors;
42 changes: 41 additions & 1 deletion Modelica/Electrical/Analog/Examples/CompareTransformers.mo
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Expand Up @@ -156,5 +156,45 @@ Plot in separate windows for comparison:
<br>basicTransformer.p1.i and idealTransformer.p1.i
<br>basicTransformer.p2.v and idealTransformer.p2.v
basicTransformer.p2.i and idealTransformer.p2.i</p>
</html>"));
</html>",
figures = {
Figure(
title = "Left ports of transformers",
identifier = "ca3ee",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = basicTransformer.p1.v, legend = "Voltage in left positive port in basicTransformer"),
Curve(y = idealTransformer.p1.v, legend = "Voltage in left positive port in idealTransformer")
}
),
Plot(
curves = {
Curve(y = basicTransformer.p1.i, legend = "Current in left positive port in basicTransformer"),
Curve(y = idealTransformer.p1.i, legend = "Current in left positive port in idealTransformer")
}
)
}
),
Figure(
title = "Right ports of transformers",
identifier = "b4b28",
plots = {
Plot(
curves = {
Curve(y = basicTransformer.p2.v, legend = "Voltage in right positive port in basicTransformer"),
Curve(y = idealTransformer.p2.v, legend = "Voltage in right positive port in idealTransformer")
}
),
Plot(
curves = {
Curve(y = basicTransformer.p2.i, legend = "Current in right positive port in basicTransformer"),
Curve(y = idealTransformer.p2.i, legend = "Current in right positive port in idealTransformer")
}
)
}
)
}
));
end CompareTransformers;
18 changes: 17 additions & 1 deletion Modelica/Electrical/Analog/Examples/ControlledSwitchWithArc.mo
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Expand Up @@ -95,5 +95,21 @@ equation
by Anton Haumer<br> initially realized<br>
</li>
</ul>
</html>"));
</html>",
figures = {
Figure(
title = "Switch currents",
identifier = "79601",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = switch1.i, legend = "Current in switch without arc, switch1"),
Curve(y = switch2.i, legend = "Current in switch with arc, switch2")
}
)
}
)
}
));
end ControlledSwitchWithArc;
44 changes: 43 additions & 1 deletion Modelica/Electrical/Analog/Examples/HeatingNPN_NORGate.mo
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Expand Up @@ -194,5 +194,47 @@ annotation (Diagram(coordinateSystem(preserveAspectRatio=true, extent={{-100,
by Christoph Clauss<br> realized<br>
</li>
</ul>
</html>"), experiment(StopTime=200));
</html>",
figures = {
Figure(
title = "Voltages",
identifier = "1fae7",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = V1.v, legend = "Voltage from source V1"),
Curve(y = V2.v, legend = "Voltage from source V2"),
Curve(y = C2.v, legend = "Voltage from capacitor C2")
}
)
}
),
Figure(
title = "Temperatures",
identifier = "ec9be",
plots = {
Plot(
curves = {
Curve(y = HeatCapacitor1.port.T, legend = "Temperature in HeatCapacitor1"),
Curve(y = T1.heatPort.T, legend = "Temperature in T1"),
Curve(y = T2.heatPort.T, legend = "Temperature in T2")
}
)
}
),
Figure(
title = "Heat flows",
identifier = "1d52f",
plots = {
Plot(
curves = {
Curve(y = T1.heatPort.Q_flow, legend = "Heat flow from T1"),
Curve(y = T2.heatPort.Q_flow, legend = "Heat flow from T2")
}
)
}
)
}
), experiment(StopTime=200));
end HeatingNPN_NORGate;
24 changes: 23 additions & 1 deletion Modelica/Electrical/Analog/Examples/IdealTriacCircuit.mo
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Expand Up @@ -43,5 +43,27 @@ equation
<p>The simple ideal TRIAC example shows how a triac is used within an alternating current circuit.</p>
<p>The TRIAC is not conducting until the Boolean input becomes true (internally coded by 1, therefore the input is called fire<strong>1</strong>). Then it becomes &quot;conducting&quot;, the knee voltage is reached. If the TRIAC voltage falls below the knee voltage, the TRIAC becomes blocking. Due to the antiparallel connection of the internal two thyristors the same behavior is repeated in the negative half-wave.</p>
<p>Simulate until 2 seconds. Display V.p.v (input voltage), booleanPulse.y (fire1 input), and both idealTriac.n.v and idealTriac.n.i, which demonstrate the TRIAC behavior.</p>
</html>"));
</html>",
figures = {
Figure(
title = "Voltages and currents",
identifier = "330bf",
preferred = true,
plots = {
Plot(
curves = {
Curve(y = V.p.v, legend = "Voltage from source V"),
Curve(y = idealTriac.n.v, legend = "Voltage in negative pin in idealTriac"),
Curve(y = idealTriac.n.i, legend = "Current in negative pin in idealTriac")
}
),
Plot(
curves = {
Curve(y = booleanPulse.y, legend = "Boolean signal to control conductance in idealTriac")
}
)
}
)
}
));
end IdealTriacCircuit;
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