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A root locus for a unity-feedback system is shown in Fig.Q6. Find: ii.The minimum damping ratio iii.The gain K correspond to = 0.9 iv.The dominant poles correspond to = 1 Imaginary Axis (seconds ¹) 15 12 9 6 3? 0.955 FO:988. -9 -12 0.9 60.988 -15 30 -35 0.955 0.9.. -30 25 -25 0,82.... 20 0.82 0.72. 0.58 0:4 10 0.58 -10 0.72 -20 -15 Real Axis (seconds ¹) 0:2 0:4 0.2 -5 Fig.Q6 02

A root locus for a unity-feedback system is shown in Fig.Q6. Find: ii.The minimum damping ratio iii.The gain K correspond to = 0.9 iv.The dominant poles correspond to = 1 Imaginary Axis (seconds ¹) 15 12 9 6 3? 0.955 FO:988. -9 -12 0.9 60.988 -15 30 -35 0.955 0.9.. -30 25 -25 0,82.... 20 0.82 0.72. 0.58 0:4 10 0.58 -10 0.72 -20 -15 Real Axis (seconds ¹) 0:2 0:4 0.2 -5 Fig.Q6 02

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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A root locus for a unity-feedback system is shown in Fig.Q6. Find: ii.The minimum damping ratio iii.The gain K correspond to = 0.9 iv.The dominant poles correspond to = 1 Axis (seconds) Imaginary 15 12 9 6 ? -6 0.955 FO:988. -9 -12 -15 0.9 30 0.988 -35 0.955 0.9.. -30 25 -25 0,82- 20 4. 0.72. 0.82 0.58 0:4 0:2 0.72 -20 -15 Real Axis (seconds) 0.58 0:4 0.2 -10 -5 Fig.Q6 0 2
Transcribed Image Text:A root locus for a unity-feedback system is shown in Fig.Q6. Find: ii.The minimum damping ratio iii.The gain K correspond to = 0.9 iv.The dominant poles correspond to = 1 Axis (seconds) Imaginary 15 12 9 6 ? -6 0.955 FO:988. -9 -12 -15 0.9 30 0.988 -35 0.955 0.9.. -30 25 -25 0,82- 20 4. 0.72. 0.82 0.58 0:4 0:2 0.72 -20 -15 Real Axis (seconds) 0.58 0:4 0.2 -10 -5 Fig.Q6 0 2
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