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1.3 What’s New 29<br />

Modeling Language<br />

As a consequence of the requirements identified during recent work on symbolic modeling and<br />

analysis of nonlinear circuits, the behavioral modeling capabilities for nonlinear dynamic systems<br />

were substantially extended. With the enhanced model description format of Analog Insydes 2, it<br />

is now possible to designate model port nodes as optional, to specify default values for model<br />

parameters as well as initial conditions and guesses for model variables, and to control how designpoint<br />

information is generated for symbolic parameters of model equations.<br />

Library Concept<br />

Based on the modeling language extensions described above, a completely new device model library<br />

concept was designed for Analog Insydes 2. Eldo and PSpice compatible models are available for R,<br />

L, C, D, BJT, MOS, and JFET devices. Three model simplification levels can be selected when setting<br />

up circuit equations to control the complexity of symbolic analysis.<br />

Nonlinear Symbolic Analysis<br />

Completely new functionality has been implemented for symbolic analysis and approximation of<br />

nonlinear circuits. Based on a flexible user interface, the approximation routines allow an arbitrary<br />

choice of analysis and error-control functions. In combination with the new model writer, Analog<br />

Insydes 2 can be used for automated generation of nonlinear behavioral models.<br />

Pole/Zero Analysis<br />

Efficient numerical pole/zero and root locus analysis is now supported through two different<br />

generalized eigenvalue problem solvers: an enhanced version of the QZ algorithm and a variant<br />

of the Jacobi orthogonal correction method (JOCM). The introduction of the DAEObject concept<br />

reduces the amount of parameters passed to functions. In addition, a new matrix-based method for<br />

symbolic pole/zero analysis has been implemented. The algorithm simplifies a symbolic generalized<br />

eigenvalue problem with respect to a selected root, using the JOCM for efficient iterative error<br />

tracking.<br />

User Interface<br />

The use of Analog Insydes 2 has been considerably simplified by combining many frequently used<br />

steps in powerful macro commands and providing more default actions. With as few as three<br />

Analog Insydes commands it is possible to set up and run circuit analyses from Eldo, PSpice, or<br />

Saber netlists. In addition, the external binaries (QZ algorithm, matrix approximation) have been<br />

fully integrated into Analog Insydes 2 and can be used transparently like built-in commands.

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