The forward-path transfer function of a unity feedback control system is [G(s)=frac{K}{s(s+6.54)}] Analytically, find the resonant peak

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The forward-path transfer function of a unity feedback control system is

\[G(s)=\frac{K}{s(s+6.54)}\]

Analytically, find the resonant peak $M_{\text {peak }}$, resonant frequency $\omega_{r}$, and bandwidth $B W$ of the closedloop system for the following values of $K$ :

(a) $K=5$

(b) $K=21.39$

(c) $K=100$.

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Related Book For answer-question

Design And Analysis Of Control Systems Driving The Fourth Industrial Revolution

ISBN: 9781032718804

2nd Edition

Authors: Arthur G O Mutambara

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Question Posted: Mar 15, 2024 10:00 PM

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The forward-path transfer function of a unity feedback control system is [G(s)=frac{K}{s(s+6.54)}] Analytically, find the resonant peak

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Design And Analysis Of Control Systems Driving The Fourth Industrial Revolution

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