3. In this problem, use the two closed loop systems given in the figure to answer the questions below. R(s) Y(s) R(s) Y(S) K, 0.09 0.09 0.0099 (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 caleulate the sensitivity to the parameter K1 with Ki and K2 as variables. Recall: ƏGa G aG Ga S(s) (e) 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) Y(s) R(s) Y(S) K, 0.09 0.09 0.0099 (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 caleulate the sensitivity to the parameter K1 with Ki and K2 as variables. Recall: ƏGa G aG Ga S(s) (e) 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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Open-loop transfer function Go) = KCs+4) sca+2)(st5) The open-loop pales are pele 0,-2,-5 and 'the open-loop zepir-4 The number of Sketch the roat-locas systemy the informatiere derived in Hi) and comment on the characteristics of thir 2ystem for different values Keg for small K and larger values of K. 1Oseful to koow that the equation g3 tQ.5s²+2&=+ 20= has the solutiOns X= -4, 23 +1.146
9.1. Determine measures of performance in time-domain specification: a) percent overshoot, b) settling time with +/-5% tolerance, c) time to first peak, d) time to rise, e) delay time, f) oscillations period, and g) steady-state tracking error from data on figure below. 9.2. Identify the dynamics in terms of transfer function with estimated parameters. 3.928 0.5 2.72 2.5 2 1.5 3.5 3 output A input LS
1. For the unity feedback system of Figure P1, find the range of K for stability. R(s) K s(s+7)(s +11) C(s) Figure P1
Vs RE www 2₁ www Rc1 11 Vcc RC2 Q₂ RF Q3 +₁ -O V₂ Sketch the feedback small signal model of this circuit.
7) Which of the following is correct for the root locus that starts when the gain value is K-0 ends at K? a) It starts at finite and infinite zeros and ends at finite and infinite poles. b) It must be symmetrical with respect to the imaginary axis. c) The total number of branches is equal to the number of open-loop zeros. d) It must be symmetrical with respect to the real axis. e) It cannot intersect with the real axis.
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Consider the unity negative feedback system depicted in the figure below. The design specification requires a location of dominant poles to yield a 1.2 second settling time and an overshoot of 15%. If a compensator with a zero at -0.5 is used to achieve the specification, find the approximate location of compensator pole. K G(s) (s + 5)³ R(s) C(s) G(s)
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O b. Kp-1.7 & Kd-0.8 O c. Kp-2 & Kd-4 O d. Kp=7.7 & Kd-3.8 Given the shown circuit and its feedback block diagram, find the transfer function in the block B2. Type: a, b, c, d, e, f or g. Cs I(s) Vin(5) Vour(s) I(s) B1 B2 Vin(s) Ls R Vout(5) RLS e) R+ Ls R a) RCS b) Ls c) Cs d) RLS + 1 9) R+Ls RCs 1 Answer: A Proportional-Integral (PI) controller increases the speed of the system's response. Select one: of O True O False 9:17 PM 4 d) A ENG 19-Apr-2021