ge in X and U₁ vs Y 4.) Consider control systems with the following transfer functions. a.) G₁ = 343 s(s+1)(25+1) b.) G₂ = 5+1 (s+1)(s+2)(5-3) c.) G₂ = 2+2 (5+1)(5+2)(+3) i.) Calculate the zeros and poles for each transfer function. 12 marks 1-2 d.) G₁ = (2+2)(s²+1) ii.) Assess whether the system is stable, marginally stable or unstable? Give reason for your answers. 5.5 5²+1) 1522-1 Jonson to the 31st one to grase y (s+2) (St)) (5+2) (S+3) equecte the denominators to send (571)20 S = -1 Hence it is a Stabr (572)20 (543)20 5=-1 5=-1 system since al Pous lie on the дники 511 heft of the S- Plane.

Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
Question

Please look at the question and solution to one of them to guide you to answer the others 

ge in X and U₁ vs Y
4.) Consider control systems with the following transfer functions.
a.) G₁ =
343
s(s+1)(25+1)
b.) G₂ =
5+1
(s+1)(s+2)(5-3)
c.) G₂ =
2+2
(5+1)(5+2)(+3)
i.) Calculate the zeros and poles for each transfer function. 12 marks
1-2
d.) G₁ =
(2+2)(s²+1)
ii.) Assess whether the system is stable, marginally stable or unstable? Give reason for your answers. 5.5
Transcribed Image Text:ge in X and U₁ vs Y 4.) Consider control systems with the following transfer functions. a.) G₁ = 343 s(s+1)(25+1) b.) G₂ = 5+1 (s+1)(s+2)(5-3) c.) G₂ = 2+2 (5+1)(5+2)(+3) i.) Calculate the zeros and poles for each transfer function. 12 marks 1-2 d.) G₁ = (2+2)(s²+1) ii.) Assess whether the system is stable, marginally stable or unstable? Give reason for your answers. 5.5
5²+1)
1522-1
Jonson to the 31st one to grase y
(s+2)
(St)) (5+2) (S+3)
equecte the denominators to send
(571)20
S = -1
Hence it is a Stabr
(572)20
(543)20
5=-1
5=-1
system since al
Pous lie on the
дники
511
heft of the S-
Plane.
Transcribed Image Text:5²+1) 1522-1 Jonson to the 31st one to grase y (s+2) (St)) (5+2) (S+3) equecte the denominators to send (571)20 S = -1 Hence it is a Stabr (572)20 (543)20 5=-1 5=-1 system since al Pous lie on the дники 511 heft of the S- Plane.
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