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Nyquist Analysis and Stability

Ruth V. Buckley

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Abstract

The analysis of control systems with feedback may also be carried out using a method based on frequency response. The essence of this method, often referred to as a Nyquist plot, is a graphical procedure for determining absolute and relative stability of closed-loop control systems. Information about stability is available directly from a polar plot of the sinusoidal open-loop transfer function G(jω)H(jω), once the feedback system has been reduced to standard form.

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What this paper is about

The analysis of control systems with feedback may also be carried out using a method based on frequency response. The essence of this method, often referred to as a Nyquist plot, is a graphical procedure for determining absolute and relative stability of closed-loop control systems. Information about stability is available directly from a polar plot of the sinusoidal open-loop transfer function G(jω)H(jω), once the feedback system has been reduced to standard form.

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Available abstract

The analysis of control systems with feedback may also be carried out using a method based on frequency response. The essence of this method, often referred to as a Nyquist plot, is a graphical procedure for determining absolute and relative stability of closed-loop control systems. Information about stability is available directly from a polar plot of the sinusoidal open-loop transfer function G(jω)H(jω), once the feedback system has been reduced to standard form.

Key concepts: Nyquist plot, Nyquist stability criterion, Control theory (sociology), Nyquist–Shannon sampling theorem, Stability (learning theory), Transfer function, Nyquist frequency, Plot (graphics)

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