Figure I shows a general feedback control system with forward-path transfer funetionsGds) (controller) and Gr(s) (plant) and feedback transfer functions H(s). Given thefollowing transfer functions, determine the closed-loop transfer function T(s)= Y(sYR(s).a. G.(s) = Kpd. G.(s) = Kp6.G„(s) =S+2H(s) = 2H(s) = 1H(s) =Gp(s) =s2+ 6s + 810f. G,(s) = KpGp (s) =Kps+KjG,(s) =s2+5sS+10g G (s) =H(s) = 1(s+1)(s+3)H()Figure 1. A general feedback control system Figure 2 shows a general closed-loop control system. The plant transfer function is1.Gp(s) =s + 6s + 12ReferenceInput,ProportionalgainPlantFigure 2. A general closed-loop systema. Determine whether the closed-loop system is stable for control gain K,-2.b. Compute the controller gain K, so that step response shows 25 % overshoot.c. Estimate the settling time for a step reference input if the control gain is K,-0.5.

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Figure I shows a general feedback control system with forward-path transfer functions Gds) (controller) and Gr(s) (plant) and feedback transfer functions H(s). Given the following transfer functions, determine the closed-loop transfer function T(s) = Y(sYR(s a. G.(s) = Kp G„(s) = s+2 H(s) = 2 1 H(s) = 1 d. G.(s) = Kp f. G.(s) = Kp G,(s) = G,(s) = 3, 55 s2+ 6s + 8 10 H(s) s+10

Figure I shows a general feedback control system with forward-path transfer functions Gds) (controller) and Gr(s) (plant) and feedback transfer functions H(s). Given the following transfer functions, determine the closed-loop transfer function T(s) = Y(sYR(s a. G.(s) = Kp G„(s) = s+2 H(s) = 2 1 H(s) = 1 d. G.(s) = Kp f. G.(s) = Kp G,(s) = G,(s) = 3, 55 s2+ 6s + 8 10 H(s) s+10

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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