3. In this problem, use the two closed loop systems given in the figure to answer the questions below.4R(s)K₁0.0099In thinK₂Y(s)R(s)K₁4S(s) =0.09K₂0.09(a) Show that these two systems have the same transfer function for K₁ = K₂ = 100(b) Using the definition of sensitivity, S(s), for each system calculate the sensitivity to the parameterK₁ with K₁ and K₂ as variables. Recall:Y(s)OG GOG Gal(c) Substitute K₁ = K₂ = 100 into each S(s) and compare the sensitivities to parameter K₁.

Introduction Closed Loop Control System A closed-loop control system regulates a system…

3. In this problem, use the two closed loop systems given in the figure to answer the questions below. R(S) K₁ 0.0099 K₂ Y(s) R(S) K₁ h S(s) = 0.09 K₂ = 0.09 (a) Show that these two systems have the same transfer function for K₁ K2 = 100 (b) Using the definition of sensitivity, S(s), for each system calculate the sensitivity to the parameter K₁ with K₁ and K2 as variables. Recall: Y(s) Ga G OG Ga (c) Substitute K₁ = K2 = 100 into each S(s) and compare the sensitivities to parameter K₁.

3. In this problem, use the two closed loop systems given in the figure to answer the questions below. R(S) K₁ 0.0099 K₂ Y(s) R(S) K₁ h S(s) = 0.09 K₂ = 0.09 (a) Show that these two systems have the same transfer function for K₁ K2 = 100 (b) Using the definition of sensitivity, S(s), for each system calculate the sensitivity to the parameter K₁ with K₁ and K2 as variables. Recall: Y(s) Ga G OG Ga (c) Substitute K₁ = K2 = 100 into each S(s) and compare the sensitivities to parameter K₁.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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