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R(s) + E(s) V(s) N(s) K P(s) We want to design a speed control for a DC motor. The transfer function form voltage V(s) to DC motor speed Q(s) is: 2(s) 100 P(e) V (8) 50s2 + 600s + 1000 We want to design a compensator K so that the response of the feedback system to a reference step of 1-rad/sec satisfies the following requirement settling time 2/3 sec and percent overshoot 2%.

R(s) + E(s) V(s) N(s) K P(s) We want to design a speed control for a DC motor. The transfer function form voltage V(s) to DC motor speed Q(s) is: 2(s) 100 P(e) V (8) 50s2 + 600s + 1000 We want to design a compensator K so that the response of the feedback system to a reference step of 1-rad/sec satisfies the following requirement settling time 2/3 sec and percent overshoot 2%.

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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R(s) + E(s) Σ V(s) N(s) K P(s) We want to design a speed control for a DC motor. The transfer function form voltage V(s) to DC motor speed Q(s) is: N(s) 100 P(s) = V (8) 50s² + 600s + 1000 We want to design a compensator K so that the response of the feedback system to a reference step of 1-rad/sec satisfies the following requirement settling time 2/3 sec and percent overshoot 2%.
Transcribed Image Text:R(s) + E(s) Σ V(s) N(s) K P(s) We want to design a speed control for a DC motor. The transfer function form voltage V(s) to DC motor speed Q(s) is: N(s) 100 P(s) = V (8) 50s² + 600s + 1000 We want to design a compensator K so that the response of the feedback system to a reference step of 1-rad/sec satisfies the following requirement settling time 2/3 sec and percent overshoot 2%.
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