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Figure Q5(b) shows a Bode magnitude plot for a stable second order system described by the following equation: H(s) = 104 (s² +0.56s+100) page 5 Based on your knowledge of second order systems, calculate the values of the points labelled 1 to 4 in Figure Q5(b). Clearly state any assumptions made in your answer.

Figure Q5(b) shows a Bode magnitude plot for a stable second order system described by the following equation: H(s) = 104 (s² +0.56s+100) page 5 Based on your knowledge of second order systems, calculate the values of the points labelled 1 to 4 in Figure Q5(b). Clearly state any assumptions made in your answer.

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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Figure Q5(b) shows a Bode magnitude plot for a stable second order system described by the following equation: Magnitude (dB) 1 H(s) = Based on your knowledge of second order systems, calculate the values of the points labelled 1 to 4 in Figure Q5(b). Clearly state any assumptions made in your answer. 2 104 (s² +0.56s+100) page 5 Bode Diagram 3 Figure Q5(b) 4=?dB/dec Frequency (Hz)
Transcribed Image Text:Figure Q5(b) shows a Bode magnitude plot for a stable second order system described by the following equation: Magnitude (dB) 1 H(s) = Based on your knowledge of second order systems, calculate the values of the points labelled 1 to 4 in Figure Q5(b). Clearly state any assumptions made in your answer. 2 104 (s² +0.56s+100) page 5 Bode Diagram 3 Figure Q5(b) 4=?dB/dec Frequency (Hz)
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