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Y(s) = G(s) = U(s) 24 30s + 6 Consider the following 1* order system at which the transfer function G(s) has 'What is the DC gain and time constant of the system? Find the final and initial steady state values of output y(t) to the step input a. b. signal (u(t) = 10 · 1(t)). %3D ) Determine the rise time (t,) for the response to rise from 10% to 90%.

Y(s) = G(s) = U(s) 24 30s + 6 Consider the following 1* order system at which the transfer function G(s) has 'What is the DC gain and time constant of the system? Find the final and initial steady state values of output y(t) to the step input a. b. signal (u(t) = 10 · 1(t)). %3D ) Determine the rise time (t,) for the response to rise from 10% to 90%.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Transcribed Image Text:36518 36777 89116 05542 29705 83775 21564 81639 27973 62413 85652 62817 57881 46132 81380 75635 19428 88048 08747 20092 12615 35046 67753 69630 10883 13683 31841 34 Y(s) U(s) 24 G(s) = 84180 33 %3D 30s + 6 78435 58 Consider the following 1st order system at which the transfer function G(s) has 41859 ` What is the DC gain and time constant of the system? Find the final and initial steady state values of output y(t) to the step input a. 13019 31 b. 82448 signal (u(t) = 10 ·1(t)). 61 :) Determine the rise time (t,) for the response to rise from 10% to 90%. Find the settling time (t,). * Find the maximum percent overshoot and delay time. 25432 с. 91 69226 d. 98 25837 е. 19 38914 38 04070 60681 64290 26905 65617 76039 91657 71362 32246 49595 50663 47459 57072 01674 14751 28637 86980 11951 10479 41454 48527 53868 37846 85912 15156 00865
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