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Obtain the bode diagram (magnitude and phase angle) of the closed loop feedback system (G/(1+G)) From the following figures. Then determine the maximum gain and the resonant frequency M= 1.1 Im 4 Im M = 1.2 20° 2 -2 M = 1.4 M = 0.6 M=2 60° Re -2. Re -40° -2 M= 1.2 G(jw) -10 -20° M= 1.1 G(jw) (a) (b)

Obtain the bode diagram (magnitude and phase angle) of the closed loop feedback system (G/(1+G)) From the following figures. Then determine the maximum gain and the resonant frequency M= 1.1 Im 4 Im M = 1.2 20° 2 -2 M = 1.4 M = 0.6 M=2 60° Re -2. Re -40° -2 M= 1.2 G(jw) -10 -20° M= 1.1 G(jw) (a) (b)

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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Obtain the bode diagram (magnitude and phase angle) of the closed loop feedback system (G/(1+G)) From the following figures. Then determine the maximum gain and the resonant frequency M = 1.1 Im Im M = 1.2 20° 2 M = 1.4 M= 0.6 60° M = 2 -2 10 Re -2, Re -40° --2 -2 M = 1.2 -20° -10° -4 4 M 1.1 G(jw) (a) (b)
Transcribed Image Text:Obtain the bode diagram (magnitude and phase angle) of the closed loop feedback system (G/(1+G)) From the following figures. Then determine the maximum gain and the resonant frequency M = 1.1 Im Im M = 1.2 20° 2 M = 1.4 M= 0.6 60° M = 2 -2 10 Re -2, Re -40° --2 -2 M = 1.2 -20° -10° -4 4 M 1.1 G(jw) (a) (b)
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