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A plant of transfer function G(s) is to be operated in closed-loop, with unity negative feedback, and a controller in the forward path as shown in Figure Q4 R E controller U G(s) Figure Q4 (a) Discuss the main steps of generating the root-locus plot for the closed-loop system of Figure Q4 (b) If the controller is a simple gain factor K, produce an estimated root-locus plot for the system with G(s) = S+8 (s+4)(s+6)(S-1)

A plant of transfer function G(s) is to be operated in closed-loop, with unity negative feedback, and a controller in the forward path as shown in Figure Q4 R E controller U G(s) Figure Q4 (a) Discuss the main steps of generating the root-locus plot for the closed-loop system of Figure Q4 (b) If the controller is a simple gain factor K, produce an estimated root-locus plot for the system with G(s) = S+8 (s+4)(s+6)(S-1)

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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A plant of transfer function G(s) is to be operated in closed-loop, with unity negative feedback, and a controller in the forward path as shown in Figure Q4 R E controller G(s) Figure Q4 (a) Discuss the main steps of generating the root-locus plot for the closed-loop system of Figure Q4 (b) If the controller is a simple gain factor K, produce an estimated root-locus plot for the system with G(s) = S+8 (s+4)(s+6)(S-1)
Transcribed Image Text:A plant of transfer function G(s) is to be operated in closed-loop, with unity negative feedback, and a controller in the forward path as shown in Figure Q4 R E controller G(s) Figure Q4 (a) Discuss the main steps of generating the root-locus plot for the closed-loop system of Figure Q4 (b) If the controller is a simple gain factor K, produce an estimated root-locus plot for the system with G(s) = S+8 (s+4)(s+6)(S-1)
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