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Integral control of the plant Gp(s) = 3 5s + 1 results in

System Dynamics | 3rd Edition | ISBN: 9780073398068 | Authors: William J Palm III ISBN: 9780073398068 208

Solution for problem 10.51 Chapter 10

System Dynamics | 3rd Edition

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System Dynamics | 3rd Edition | ISBN: 9780073398068 | Authors: William J Palm III

System Dynamics | 3rd Edition

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Problem 10.51

Integral control of the plant Gp(s) = 3 5s + 1 results in a system that is too oscillatory. Will D action improve this situation?

Step-by-Step Solution:
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BE 1500 – Fall 2016 Homework 1 Solutions 1. Solution >> format short >> a=4*5*cos(pi/3)-(log(1.24))^(1/3)*tan(pi/3) a = 8.9622 1/2 2. Solution >> b=(2*tand(30))^2/15-log10(14)*exp(1/8)/12-25/(12+sind(30)) b = -2.0193 1/2 3. Solution >> format long >> c=17^(1/2) c = 4.123105625617661 >> c=sqrt(17) c = 4.123105625617661 >> c=nthroot(17,2) c = 4.123105625617661 1 4. Solution a. >> format short e >> cosd(45) ans = 7.0711e-01 1/2 b. >> tan(2*pi/3) ans = -1.7321e+00 1/2 c. >> exp(2/3) ans = 1.9477e+00 1/2 d. >> log10(27) ans = 1.4314e+00 1/2 e. >> log

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Chapter 10, Problem 10.51 is Solved
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Textbook: System Dynamics
Edition: 3
Author: William J Palm III
ISBN: 9780073398068

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Integral control of the plant Gp(s) = 3 5s + 1 results in