Problem 2- The pulse transfer function of a digital system is shown in the following form: X(s) Y(s) Gp(s) K(z- 0.2) G,(2 : «T = 1* z' +0.9z? – 0.9z 1, obtain the stability of the system by the Jury...


Problem 2- The pulse transfer function of a digital system is shown in<br>the following form:<br>X(s)<br>Y(s)<br>Gp(s)<br>K(z- 0.2)<br>G,(2 :<br>«T = 1*<br>z' +0.9z? – 0.9z<br>1, obtain the stability of the system by the Jury<br>A) By considering K =<br>method.<br>B) Obtain the stability of the system according to the changes of K by<br>drawing the root-locus of the system (there is no need to determine the<br>exact break-point). What is the range of stability of the system?<br>C) Obtain system stability with respect to K changes by Jury method.<br>Compare the result with section B.<br>

Extracted text: Problem 2- The pulse transfer function of a digital system is shown in the following form: X(s) Y(s) Gp(s) K(z- 0.2) G,(2 : «T = 1* z' +0.9z? – 0.9z 1, obtain the stability of the system by the Jury A) By considering K = method. B) Obtain the stability of the system according to the changes of K by drawing the root-locus of the system (there is no need to determine the exact break-point). What is the range of stability of the system? C) Obtain system stability with respect to K changes by Jury method. Compare the result with section B.

Jun 10, 2022
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