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What is Nyquist Stability Criterion Explained about?

This document summarizes the Nyquist stability criterion. It states that a closed-loop transfer function will be asymptotically stable if the Nyquist plot of the open-loop transfer function does not encircle the point -1+0i. It provides figures to illustrate the Nyquist plot and development of the criterion using the complex mapping theorem. Stability margins of gain margin and phase margin are also defined based on the distance of the Nyquist plot to the critical points on the Nyquist plane.

Author
Simanchala Padhy
Language
EN

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