-30-35-40-45-20-25-10-1510-1-50010-1C3DA system identification experiment has been employed to the following systemK(+2₂)(+2₂)(s+p)(s+p₂)and the following Bode magnitude plot is obtained10⁰10⁰10¹a) Calculate the parameters of the transfer function, K, Z₁, Z2, P₁, P2b) Sketch the Bode phase plot of G(s). Label all slopes, frequencies, and phase angles on thedrawing. You are expected to use the logarithmic plot!10210¹c) Using the Bode plots, find/calculate the bandwidth, phase margin and gain margin.10²103

Given, a Bode magnitude plot of the system having transfer fucntion, ,we are required to:a) find the…

-30 -35 -40 -45 -20 -25 -10 -15 10-1 -5 0 9 0 6 10t " A system identification experiment has been employed to the following system K(+2₂)(*+*₂) (s+ P₂) (s + P₂) and the following Bode magnitude plot is obtained 10⁰ 10' 10¹ a) Calculate the parameters of the transfer function, K, Z₁, Z2, P1, P2 b) Sketch the Bode phase plot of G(s). Label all slopes, frequencies, and phase angles on the drawing. You are expected to use the logarithmic plot! 102 10² 10⁰ c) Using the Bode plots, find/calculate the bandwidth, phase margin and gain margin. 10

-30 -35 -40 -45 -20 -25 -10 -15 10-1 -5 0 9 0 6 10t " A system identification experiment has been employed to the following system K(+2₂)(+₂) (s+ P₂) (s + P₂) and the following Bode magnitude plot is obtained 10⁰ 10' 10¹ a) Calculate the parameters of the transfer function, K, Z₁, Z2, P1, P2 b) Sketch the Bode phase plot of G(s). Label all slopes, frequencies, and phase angles on the drawing. You are expected to use the logarithmic plot! 102 10² 10⁰ c) Using the Bode plots, find/calculate the bandwidth, phase margin and gain margin. 10

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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