2.54. Consider an integrator whose input x(t) and output y(t) are related byy(t) = '_x(T) dT(a) Find the impulse response h(t) of the integrator.(b) Is the integrator stable?Ans. (a) h(t) = u(t)(b) No

Given : y(t)=∫−∞tx(τ)dτ a ans: b ans: Thanl you References: Key ConceptsImpulse Response: The…

Answered: 2.54. Consider an integrator whose…

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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Q2) 1) The transfer function of a system is given as 81/ (s2 + 16s + 81). Find the undamped natural frequency, damping ratio, and peak time for a unit step input. a) 9, 0.889, 0.762 b) 9, 0.559, 0.762 c) 9, 0.889, 0.187 d) 9, 0.667, 0.187
Electrical engineering
Consider the following transfer function. You may use codes to support your answers for the following questions. But you are expected to show correct workings. G(s) 1 s² + 3s + 2 Find a feedback gain matrix K to achieve %OS ≤ 2% and Tp ≤ 0.5s for the state feedback controller. Then calculate an observer gain matrix L for critically damped behaviour.
how to find the closed loop poles and zeros on a tf like this by hand. With unity feedback.
Please show work
D) E) F) A closed loop system has no need for a reference input does not need output measurements requires a feedback loop has no feedback loops Time constant is always positive is well-defined for unstable systems may be positve or negative is negative The characteristc equation of a first order system is 4s+1=0. The eigenvalue is 4 0.25 -4 -0.25
Help plz.
docs.google.com/forms/d/e The given step response and MATLAB code of a unity feedback system having forward path transfer function of G(s) = 1/s^2+s * +4 are as the following Step Respona cle num - (1): den - (1 1 4): g- tf (num, den): E - feedback (g, 1) : Tie (sec step (t) true False For, z=0.05 and Wn= 10 : Peak amplitude = 1.85 Rise Time = 0.108 Settling time = 7.6 seconds true False II
A continuous LTI integrator shown below. x(t) y(t) The initial condition is y(0-) = 0 for LTI. Consider the LTI feedback system using integrator block. G(s) represents the integrator and K is scalar gain. Assume that K is real-valued. E(s) X(s) G(s) Y(s) K a. Write the transfer function for the impulse response g(t) for integrator in the first figure. b. What is the transfer function for the system in the second figure? c. For what values of K is the system is BIBO stable? d. When the system is BIBO stable, what kind of frequency selectivity does the system have? +
Required information Consider the systems described by the following equations: y[n] x[n] – 2x[n – 1] - and the impulse response h(n) is h[n] Ad[n] – Bo[n – 1] Find the values of A and B. The value of A is and B is
Hand-sketch the root locus for the unity feedback system shown in the figure where the forward transfer function is each of the following: a. G(s) = = b. G(s) = c. G(s): = K(s + 4) s² + 6s + 20 K(s² +25) s² +9 K (s + 1)(s+ 2)² R(s) + G(s) C(s)

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2.54. Consider an integrator whose input x(t) and output y(t) are related by y(t) = '_x(T) dT (a) Find the impulse response h(t) of the integrator. (b) Is the integrator stable? Ans. (a) h(t) = u(t) (b) No