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2.7 Time-Domain Analysis of Nonlinear Dynamic Circuits 127<br />

2.7.6 TransientPlot Options<br />

Options[TransientPlot]<br />

As was shown previously, the function TransientPlot provides a convenient way for displaying<br />

results of NDAESolve or NDSolve computations. The appearance of TransientPlot graphics can be<br />

changed with the following set of options:<br />

In[35]:= Options[TransientPlot]<br />

Out[35]=<br />

1<br />

AspectRatio , Axes True,<br />

GoldenRatio<br />

AxesLabel None, AxesOrigin Automatic, AxesStyle Automatic,<br />

Background GrayLevel0.92, ColorOutput Automatic,<br />

Compiled True, DefaultColor Automatic, Epilog ,<br />

Frame False, FrameLabel None, FrameStyle Automatic,<br />

FrameTicks Automatic, GridLines None,<br />

ImageSize Automatic, MaxBend 10., PlotDivision 30.,<br />

PlotLabel None, PlotPoints 30, PlotRange Automatic,<br />

PlotRegion Automatic, PlotStyle RGBColor1., 0., 0.,<br />

AbsoluteThickness1., AbsolutePointSize3.,<br />

RGBColor0., 0., 1., AbsoluteThickness1.,<br />

AbsoluteDashing10., 8., AbsolutePointSize3.,<br />

RGBColor0., 0.8, 0., AbsoluteThickness1.,<br />

AbsoluteDashing4., 8., AbsolutePointSize3.,<br />

RGBColor0.7, 0., 0.9, AbsoluteThickness1.,<br />

AbsoluteDashing10., 8., 4., 8., AbsolutePointSize3.,<br />

Prolog , RotateLabel True, Ticks Automatic,<br />

DefaultFont ⧴ $DefaultFont, DisplayFunction ⧴ $DisplayFunction,<br />

FormatType ⧴ $FormatType, TextStyle ⧴ $TextStyle,<br />

GraphicsSpacing 0.1, Parametric False,<br />

ShowLegend True, ShowSamplePoints False,<br />

SingleDiagram True, SweepParameters Automatic<br />

Most options are standard options of Graphics objects. Therefore, we will restrict ourselves to the<br />

discussion of the remaining keywords Parametric, ShowSamplePoints, and SingleDiagram.<br />

Parametric<br />

With Parametric −> True parametric plots of two interpolating functions can be displayed. In this<br />

case, TransientPlot requires a list of two display variables xvar and yvar, where xvar denotes<br />

the x-axis variable and yvar the y-axis variable. TransientPlot then shows a trace of the points<br />

{xvar[par], yvar[par]} as the parameter par is swept from par <br />

to par <br />

.<br />

TransientPlot[numericaldata, {xvar[par], yvar[par]},<br />

{par, par <br />

, par <br />

}, Parametric −> True]<br />

The axes are automatically labeled by the specified variable names. As an example we perform a<br />

parametric plot of the transient response of the diode rectifier circuit introduced in Section 2.7.1 (see<br />

Figure 7.1).

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