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Copy file name to clipboardExpand all lines: Modelica/Electrical/Analog/Lines/TLine.mo
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annotation (defaultComponentName="line",
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Documentation(info="<html>
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<p>
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Lossless transmission line with characteristic impedance Z0 and transmission delay TD. The lossless transmission line TLine is a two Port.
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Both port branches consist of a resistor with characteristic impedance Z0 and a controlled voltage source that takes into consideration the transmission delay TD.
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For further details see [<a href=\"modelica://Modelica.Electrical.Analog.UsersGuide.References\">Branin1967</a>].
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Lossless transmission line with characteristic impedance Z0 and transmission delay TD. The lossless transmission line TLine is a two Port.
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Both port branches consist of a resistor with characteristic impedance Z0 and a controlled voltage source that takes into consideration the transmission delay TD.
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For further details see [<a href=\"modelica://Modelica.Electrical.Analog.UsersGuide.References\">Branin1967</a>].
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The model parameters can be derived from inductance and capacitance per length (L' resp. C'), i. e. Z0 = sqrt(L' / C').
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</p>
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<p>
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<li>Specify the normalized length NL, i.e. the length of the line divided by the wavelength corresponding to the frequency F: TD = NL / F.</li>
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<li>Specify NL = 1/4, i.e. the length of the line is assumed to be equal to a quarter of the wavelength corresponding to the frequency F: TD = 1/4 / F.
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<li>Specify NL = 1/4, i.e. the length of the line is assumed to be equal to a quarter of the wavelength corresponding to the frequency F: TD = 1/4 / F.
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In that case, the characteristic impedance Z0 is called natural impedance.</li>
Copy file name to clipboardExpand all lines: Modelica/Electrical/Analog/Sources/LightningImpulse.mo
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</ul>
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<h4>Explanations</h4>
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<p>
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According to Fig. 1, a straight line between 0.1 and 0.9 of the amplitude is drawn.
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The virtual start of the trajectory is defined by the intersection of this straight line and the abscissa.
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According to Fig. 1, a straight line between 0.1 and 0.9 of the amplitude is drawn.
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The virtual start of the trajectory is defined by the intersection of this straight line and the abscissa.
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The rise time <code>T1</code> is defined as the time span between the virtual start of the trajectory and the point in time when the straight line reaches the amplitude.
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The decay time to half value <code>T2</code> is defined as the time span between the virtual start and the point in time when the output falls below 0.5 of the amplitude.
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