Titlebook: Steady-State Methods for Simulating Analog and Microwave Circuits; Kenneth S. Kundert,Jacob K. White,Alberto Sangiova Book 1990 Springer S

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0893-3405 ation techniques that could tackle the problem of finding steady­ state solutions for nonlinear circuits, particularly circuits containing distributed elements such as transmission lines. Examining the problem of computing steady-state solutions in this context has led to a collection of novel numer

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Book 1990niques that could tackle the problem of finding steady­ state solutions for nonlinear circuits, particularly circuits containing distributed elements such as transmission lines. Examining the problem of computing steady-state solutions in this context has led to a collection of novel numerical algor

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Introduction,is computing steady-state quantities, such as harmonic distortion, for circuits with a widely spread response spectrum. And in the specific case of microwave designs, this problem is compounded because microwave circuits typically include linear time-invariant distributed devices such as dispersive transmission lines.

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Motivation,than standard techniques for computing steady-state. The circuits of this section are revisited in Chapter 8 at the end of this book, and used as examples to show the strengths and weaknesses of the methods presented in the following chapters.

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Motivation,n the user is interested in steady-state behavior. As motivation for the chapters that follow, this section presents examples from several general classes of analog and microwave circuits for which the standard performance criteria must be measured when the circuit is in steady-state. And, to be hon

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Background,resentation of signals, system and canonical formulation, and numerical methods for solving initial value and nonlinear algebraic problems. Standard notation is used throughout, although a complete list of nomenclature is include in Appendix A.