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A system is described by the following block diagram: y(t) +) H1 Н2 g(1) sta s+p

A system is described by the following block diagram: y(t) +) H1 Н2 g(1) sta s+p

Introductory Circuit Analysis (13th Edition)
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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A system is described by the following block diagram: f(t) y(t) +) H1 Н2 g(t) H()=マ+bs+d sta H, (s)= s+p s + bs +d' s* +gs+r I+ sb+ a= 2, b=0.4, d=9; p=3, q=3, r=2 %3D The ovtnut is y(t) and the inputs are f (t) and g(t). {All IC's are zero.} Simulate the response to: A(1)=n(t)-u(t-10), 8(t)= 0.5u(t-10), using a time step of dt = 005 seconds, Simulate 30 seconds.
Transcribed Image Text:A system is described by the following block diagram: f(t) y(t) +) H1 Н2 g(t) H()=マ+bs+d sta H, (s)= s+p s + bs +d' s* +gs+r I+ sb+ a= 2, b=0.4, d=9; p=3, q=3, r=2 %3D The ovtnut is y(t) and the inputs are f (t) and g(t). {All IC's are zero.} Simulate the response to: A(1)=n(t)-u(t-10), 8(t)= 0.5u(t-10), using a time step of dt = 005 seconds, Simulate 30 seconds.
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