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a) Obtain the open-loop transfer function Go to page: 12 the closed-loop transfer function c) Find the value of gain and closed-loop poles at the imaginary axis crossing:.. d) Write the range of k for which the closed system is stable:.. e) Write the value of k that makes the system marginally stable: f) What would be the period of oscillation g) Find %OS, Tp, Ts, atk = 15 h) Find the steady-state errors when the input is r(t)= 0.62 u(t) step at k=15:. H(s)G(s) = Question 4: *********. k (s+7)(s+1-j)(s+1+j)

a) Obtain the open-loop transfer function Go to page: 12 the closed-loop transfer function c) Find the value of gain and closed-loop poles at the imaginary axis crossing:.. d) Write the range of k for which the closed system is stable:.. e) Write the value of k that makes the system marginally stable: f) What would be the period of oscillation g) Find %OS, Tp, Ts, atk = 15 h) Find the steady-state errors when the input is r(t)= 0.62 u(t) step at k=15:. H(s)G(s) = Question 4: *********. k (s+7)(s+1-j)(s+1+j)

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) Obtain the open-loop transfer function Go to page: 12 he closed-loop transfer function c) Find the value of gain and closed-loop poles at the imaginary axis crossing:.. d) Write the range of k for which the closed system is stable:.. e) Write the value of k that makes the system marginally stable: f) What would be the period of oscillation g) Find %OS, Tp, Ts, atk = 15 h) Find the steady-state errors when the input is r(t)= 0.62 u(t) step at k=15:. H(s)G(s) = Question 4: ********** E k (s+7)(s+1-j)(s+1+j) 9700
Transcribed Image Text:a) Obtain the open-loop transfer function Go to page: 12 he closed-loop transfer function c) Find the value of gain and closed-loop poles at the imaginary axis crossing:.. d) Write the range of k for which the closed system is stable:.. e) Write the value of k that makes the system marginally stable: f) What would be the period of oscillation g) Find %OS, Tp, Ts, atk = 15 h) Find the steady-state errors when the input is r(t)= 0.62 u(t) step at k=15:. H(s)G(s) = Question 4: ********** E k (s+7)(s+1-j)(s+1+j) 9700
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