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250 3. Reference Manual<br />

3.5.2 ACEquations<br />

ACEquations[dae, oppoint, sources]<br />

linearizes equations about oppoint, replaces sources by<br />

values (specified via sources), and returns an AC DAEObject<br />

ACEquations[dae, oppoint]<br />

Command structure of ACEquations.<br />

linearizes equations using the AC source specifiations<br />

given by the ModeValues option stored in dae<br />

Given a Transient or DC DAEObject, ACEquations linearizes the equation system about the given<br />

operating point oppoint and returns an AC DAEObject. The operating point is given by a list of<br />

rules of the form var −> value for each variable of the equation system. It is possible to assign<br />

values to time derivatives of variables, too. The list of value mappings is added to the DesignPoint<br />

option of the returned DAEObject. During linearization, the values of AC sources are replaced by<br />

their AC value as given by sources, where sources is a list of rules of the form acsource −> val for<br />

each parameter representing an AC source. If this third argument is omitted, the AC values are<br />

automatically extracted from the ModeValues option stored in the DAEObject.<br />

Note that, given a Netlist or Circuit object, you can set up AC equations directly using<br />

CircuitEquations (Section 3.5.1).<br />

ACEquations provides the following options:<br />

option name<br />

default value<br />

FrequencyVariable Automatic specifies the symbol denoting the complex<br />

Laplace frequency<br />

OperatingPointPostfix "$op" string to append to variable names<br />

denoting symbolic operating points<br />

DerivativePostfix "d" string to append to variable names<br />

denoting derivatives<br />

Options for ACEquations.<br />

See also: DCEquations (Section 3.5.3), CircuitEquations (Section 3.5.1).<br />

Options Description<br />

A detailed description of all ACEquations options is given below in alphabetical order:

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