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S2 Sketch the loci diagrams and calculate the gain for (a) critical damping and (b) a damping ratio of 0.6 for a system having an open-loop transfer functions of : K KGH = s(s+1)

S2 Sketch the loci diagrams and calculate the gain for (a) critical damping and (b) a damping ratio of 0.6 for a system having an open-loop transfer functions of : K KGH = s(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
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S2 Sketch the loci diagrams and calculate the gain for (a) critical damping and (b) a damping ratio of 0.6 for a system having an open-loop transfer functions of : K KGH = s(s + 1) A control system is represented as the block diagram shown below: S3 R(s) C(s) K s(s +4)(s+6) Draw the root locus of the closed loop system. Determine a roots for the operation point, s, when = 0.5 Also at this point, determine the natural frequency, om damped natural frequency, ws, and the value of K.
Transcribed Image Text:S2 Sketch the loci diagrams and calculate the gain for (a) critical damping and (b) a damping ratio of 0.6 for a system having an open-loop transfer functions of : K KGH = s(s + 1) A control system is represented as the block diagram shown below: S3 R(s) C(s) K s(s +4)(s+6) Draw the root locus of the closed loop system. Determine a roots for the operation point, s, when = 0.5 Also at this point, determine the natural frequency, om damped natural frequency, ws, and the value of K.
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