Consider a system with a reference, disturbance, and noise inputs denoted as R(s), D(s), and N(s), respectively. D(s) R(s) + Ea(s) O 1+ HG G - GG с р с P 1+ HG G 1 1+ HG G с P HG G р с + N(s) Gc(s) is the compensator transfer function, Gp(s) is the plant transfer function, and H(s) is the feedback transfer function. Let the error be E(s) = R(s) - C(s). Find the expression for the transfer funtion E(s)/N(s). 1+ HG G - G с р P 1+ HG G с р Ge(s) с P + + H(s) G₁(s) C(s) +

Consider a system with a reference, disturbance, and noise inputs denoted as R(s), D(s), and N(s), respectively. D(s) R(s) + Ea(s) O 1+ HG G - GG с р с P 1+ HG G 1 1+ HG G с P HG G р с + N(s) Gc(s) is the compensator transfer function, Gp(s) is the plant transfer function, and H(s) is the feedback transfer function. Let the error be E(s) = R(s) - C(s). Find the expression for the transfer funtion E(s)/N(s). 1+ HG G - G с р P 1+ HG G с р Ge(s) с P + + H(s) G₁(s) C(s) +

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...

See similar textbooks

Similar questions

Consider a discrete-time LTI system with impulse response h[n]= 1/5 [δ[n] + δ [n-1] + δ [n-2] + δ [n-3] + δ [n-4]] Compute the output signal y(n) of this system when the input is x(n)=(1/2)n u[n]
use 1<f<100000hz. consider:r1=r2=100, L=2mH a)calculate h(s)=vo/vi b)Obtain the poles and zeros from the transfer function, and indicate the stability of the system. graph.
The position and velocity error coefficients for the system of transfer function:G(s) = 50/(1+0.1s)(1+2s)Are respectively ?
Q: Obtain Nyquist Plot of a system having forward path transfer function of : G(s)H(S) = s+2/s(s+1)(s+2)
Find the transfer function of the system whose block diagram is given. Y(s)/R(s) = ?
The input output relation for a discrete time system is expressed by the following difference equation: y(n)=ax(n)+bx(n-1)+cx(n-2)+dy(n-1)+ey(n-2) where a,b,c,d,e are non zero coefficients. Find out the two intermediate transfer functions if the system is to be realised by direct form 1.
An audio signal has bandwidth of 5.8 MHz encoded by PCM. Given the total number of bits to represent a level are 10 bits, determine a. Total number of levels. b. Bit rate. c. PCM bandwidth. d. SQNR in dB. Assume unity normalized signal power.
The transfer function of an LZD system, where u (.) is the unit step signal H(Ω) is given. a)Find and draw H(Ω) in the range -π<=Ω<=π b)x(t), f1=100[Hz], f2=150[Hz] from the signalx [n] signal obtained by sampling at fs = 1 [kHz] rate is H (Ω) LZDis being implemented. Find the system output signal y [n].
Let G (s) be the transfer function of a linear time invariant system. Which of the following about the location curves of the roots of the equation 1 + K G (s) = 0 is always true? At K = 0 the roots are at the poles of G (s). G (s) has as many root curves as the number of poles. G (s) has as many root curves as zero. At K = 0 the roots are at the zeros of G (s).
Examine the stability of the system by showing the dominant poles / poles of a system with the transfer function G (s), the zeros of the system, and the poles in the coordinate system. G(s)=[(?−6)(?+15)]÷[(?+3+4?)(?+3−4?)(?+9)].
Consider the input signal to an LTI system as x(t)= etu(−t).If the output to the system is measured as y(t)=e-tsint u(t) + e-tu(t) + 2etu(-t) a)determine the transfer function H(S)of the system and its region of convergence (ROC) b)sketch the pole-zero plot c)Is the system causal and stable?Just if your answers
An LTI system’s input-output relation is described by y(n) = 0.8y(n−1) + 2x(n−1).(a) Find the impulse response of the system for n = 0, 1, 2, 3, 4 by inputting aunit impulse input.(b) Find the transfer function H(z) of the system.(c) Find the expression of the impulse response h(n).