Find the time-domain response to a unit impulse input for a system described by the transfer function Q1 (a) s+1 G(s) s2 + 2s + 13 (b) A system has the closed-loop transfer function s(s + 1) (s + 3)(s² – 4s + 13) G(s) = Sketch the Pole-Zero plot for this system. Comment on the stability and response characteristics of the system. A PD controller with proportional gain K, and derivative gain Ka is in series with a plant with the transfer function (c) 4 G(s) = s+ 0.5 and employs a unity negative feedback loop. Find suitable values for K, and Ka so that the closed-loop system has a time constant t = 4 sec, and the closed- loop response to a step input is 0.98.

Find the time-domain response to a unit impulse input for a system described by the transfer function Q1 (a) s+1 G(s) s2 + 2s + 13 (b) A system has the closed-loop transfer function s(s + 1) (s + 3)(s² – 4s + 13) G(s) = Sketch the Pole-Zero plot for this system. Comment on the stability and response characteristics of the system. A PD controller with proportional gain K, and derivative gain Ka is in series with a plant with the transfer function (c) 4 G(s) = s+ 0.5 and employs a unity negative feedback loop. Find suitable values for K, and Ka so that the closed-loop system has a time constant t = 4 sec, and the closed- loop response to a step input is 0.98.

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

Question 1. Given the following feedback system, a. Find the forward transfer function b. What system type is this? c. What is the steady-state error for an input r(t) = 4 t² u(t) R(s) Σ 1.5 Σ 0.2 s 10 s(s+2) C(s)
Please help and explain the solution
For the block diagram given in the figure: Feed forward transfer function G (s) = s + V2. The feedback transfer function is H (s) = s – V2. c) Find the answer of unit impulse (x(t) = 8(t)) d) Find the continuous regime response for x(t)=u(t) (unit step function). Try to get same result for f (o0) = lim t f(t). Did you find the same result? If you could not find explain the reason. G H
) Consider the causal discrete-time LSI system with difference equation: y[n] = 0.5y[n – 1]+x[n] + 2x[n – 1] What is the impulse response of the system? Explain your reason.
1
Problem 4: An LTID system has an impulse response function given by h, [n] = 8[n + 2] – 8[n – 2]. A second LTID system has an impulse response function given by h2[n] = n(u[n + 4] – u[n – 4]). a. Sketch the functions h,[n] and h2[n] over the interval (-10
solve this question in 25 minutes
Determine the deflection factor (in V/m) of a CRO, when the deflection sensitivity of the CRO is 4 m/V.
Hello Sir.Good Evening. I have a question in my home work related Control System Lesson. The following below is my question.Please advise, Thank you so much.
4 (s+2) (s² +2s + 2) G(s) (a) Draw the Nyquist plot of G(s). Calculate the real axis crossing. (Do not read from the MATLAB plot. Show your calculation.) (b) Is the CLS stable if K = 1? (Use the Nyquist criterion.) (c) Find the gain margin of the system as a factor by which gain can be changed without the CLS being unstable.
S² (1+35) (3 Q3) Obtain the transfer function C(s)/R(s) for the closed loop system shown. For the system shown in figure (2) is the system stable when the damping ratio (5=0.5) and find the location for dominant pole and the value of K? R(s) + Figure (2) + 8 s(s+ 3) KS C(s)
Please solve it