2005Encyclopedia of RF and Microwave EngineeringRequires access

Circuit Stability

James A. Svoboda

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Abstract

Abstract Stability is a property of well‐behaved circuits and systems. Typically, stability is discussed in terms of feedback systems. Well‐established techniques, such as Nyquist plots, Bode diagrams, and root locus plots, are available for studying the stability of feedback systems. Electric circuits can be represented as feedback systems. Nyquist plots, Bode diagrams, and root locus plots can then be used to study the stability of electric circuits.

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Abstract Stability is a property of well‐behaved circuits and systems. Typically, stability is discussed in terms of feedback systems. Well‐established techniques, such as Nyquist plots, Bode diagrams, and root locus plots, are available for studying the stability of feedback systems. Electric circuits can be represented as feedback systems. Nyquist plots, Bode diagrams, and root locus plots can then be used to study the stability of electric circuits.

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Available abstract

Abstract Stability is a property of well‐behaved circuits and systems. Typically, stability is discussed in terms of feedback systems. Well‐established techniques, such as Nyquist plots, Bode diagrams, and root locus plots, are available for studying the stability of feedback systems. Electric circuits can be represented as feedback systems. Nyquist plots, Bode diagrams, and root locus plots can then be used to study the stability of electric circuits.

Key concepts: Nyquist plot, Root locus, Bode plot, Nyquist stability criterion, Electronic circuit, Control theory (sociology), Stability (learning theory), Nyquist–Shannon sampling theorem

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