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s²-28+2 = (s²+4s+5)(s+1)* Consider a causal stable LTI system with transfer function H(s): (a) Draw the pole-zero plot. (b) Find a minimum phase transfer function HMP(s) and an all pass transfer function HAP(S) such that H(s) = HMP(s)HAP(s) Sketch the pole-zero plots for each of these transfer functions. (c) Sketch the phase /HAP(jw) as a function of w.

s²-28+2 = (s²+4s+5)(s+1)* Consider a causal stable LTI system with transfer function H(s): (a) Draw the pole-zero plot. (b) Find a minimum phase transfer function HMP(s) and an all pass transfer function HAP(S) such that H(s) = HMP(s)HAP(s) Sketch the pole-zero plots for each of these transfer functions. (c) Sketch the phase /HAP(jw) as a function of w.

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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Consider a causal stable LTI system with transfer function H (s) = Sketch the pole-zero plots for each of these transfer functions. (c) Sketch the phase /HAP(jw) as a function of w. s²-2s+2 (s²+4s+5)(s+1) • (a) Draw the pole-zero plot. (b) Find a minimum phase transfer function HMP(s) and an all pass transfer function HAP(S) such that H(s) = HMP(s)HAP(s)
Transcribed Image Text:Consider a causal stable LTI system with transfer function H (s) = Sketch the pole-zero plots for each of these transfer functions. (c) Sketch the phase /HAP(jw) as a function of w. s²-2s+2 (s²+4s+5)(s+1) • (a) Draw the pole-zero plot. (b) Find a minimum phase transfer function HMP(s) and an all pass transfer function HAP(S) such that H(s) = HMP(s)HAP(s)
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