Abstract
This chapter deals with the simulation or analysis of a nonlinear electrical circuit by means of a computer program. The program creates and solves the differential-algebraic equations of a model of the circuit. The basic tools in the solution process are linearization, difference approximation, and the solution of a set of linear equations. The output of the analysis may consist of (1) all node and branch voltages and all branch currents of a bias point (dc analysis), (2) a linear small-signal model of a bias point that may be used for analysis in the frequency domain (ac analysis), or (3) all voltages and currents as functions of time in a certain time range for a certain excitation (transient analysis). A model is satisfactory if there is good agreement between measurements and simulation results. In this case, simulation may be used instead of measurement for obtaining a better understanding of the nature and abilities of the circuit. The crucial point is to set up a model that is as simple as possible, in order to obtain a fast and inexpensive simulation, but suf?ciently detailed to give the proper answer to the questions concerning the behavior of the circuit under study. Modeling is the bottleneck of simulation.
Cite
CITATION STYLE
Lindberg, E. (2009). Simulation. In Feedback, Nonlinear, and Distributed Circuits (pp. 14-1-14–73). CRC Press. https://doi.org/10.23880/ijfsc-16000165
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