Question #26:A)Where the input to the closed loop system shown in the figure below is aunit step function, answer the following:X(s)K,1Y(s)(s+2)K2A-1) What is the value of the time taken by the system to settle within 2% of itsfinal value?A-2) What must be the range of the gain value K = K,K2 in order to obtain(10% < percentage overshoot < 30%)?A-3) Verify that the range found above for K- K,K2 will produce a stableresponse? (Hint: use Routh Hurwitz criterion).A-4) If the steady state error = 0, what must be the value of K2?B-1) Explain with the aid of a diagram the difference between an underdampedand an overdamped second order system response to a unit step input?

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Question #26: A) Where the input to the closed loop system shown in the figure below is a unit step function, answer the following: X(s) K, Y(s) (s+2) K2 A-1) What is the value of the time taken by the system to settle within 2% of its final value? What must be the range of the gain value K=K,K2 in order to obtain (10% < percentage overshoot < 30%)? Verify that the range found above for K K,Ke will produce a stable response? (Hint: use Routh Hurwitz criterion). If the steady state error = 0, what must be the value of Ke? А-2) А-3) A-4) B-1) Explain with the aid of a diagram the difference between an underdamped and an overdamped second order system response to a unit step input?

Question #26: A) Where the input to the closed loop system shown in the figure below is a unit step function, answer the following: X(s) K, Y(s) (s+2) K2 A-1) What is the value of the time taken by the system to settle within 2% of its final value? What must be the range of the gain value K=K,K2 in order to obtain (10% < percentage overshoot < 30%)? Verify that the range found above for K K,Ke will produce a stable response? (Hint: use Routh Hurwitz criterion). If the steady state error = 0, what must be the value of Ke? А-2) А-3) A-4) B-1) Explain with the aid of a diagram the difference between an underdamped and an overdamped second order system response to a unit step input?

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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