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3.8 Pole/Zero Analysis 323<br />

option name<br />

default value<br />

Prescaling True whether to prescale the rows of the matrix<br />

pencil<br />

ProjectionVectors<br />

Protocol<br />

SingularityTest<br />

{LeftEigenvector, RightEigenvector}<br />

the projection vectors used by the Jacobi<br />

orthogonal correction method<br />

Inherited[AnalogInsydes]<br />

standard Analog Insydes protocol<br />

specification (see Section 3.14.5)<br />

SingularityTestByLU<br />

the function used to determine whether an<br />

approximated matrix is singular<br />

TestFrequency 1. the frequency or point in the complex plane<br />

at which singularity tests are performed<br />

Tolerance 0.05 the maximum logarithmic distance between<br />

the initial guess and the calculated<br />

eigenvalue Λ<br />

Options for ApproximateDeterminant, Part III.<br />

See also: GeneralizedEigensystem (Section 3.8.1), LREigenpair (Section 3.8.7).<br />

Options Description<br />

A detailed description of all ApproximateDeterminant options is given below in alphabetical order:<br />

AccuracyGoal<br />

AccuracyGoal −> n specifies the desired accuracy of the sought eigenvalue in terms of the number<br />

of accurate significant digits. The value of AccuracyGoal is used to determine an appropriate setting<br />

for the MaxResidual option if MaxResidual −> Automatic. See also LREigenpair (Section 3.8.7).<br />

DesignPoint<br />

With DesignPoint −> dp, you can specify a list of design-point values for the coefficients of<br />

a symbolic system of circuit equations. The default setting DesignPoint −> Automatic causes<br />

ApproximateDeterminant to use the design-point information stored in dae. You can use the<br />

DesignPoint option to override design-point data stored in dae.

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