AP4.1 The plant transfer function is Gp(s): The closed-loop output is given by 1 H(s): -Q3(s) + 1+ GGp(s) Therefore, with E(s) = Ha(s) - H(s), we have -1 E(s) = -Q3(8), 1+ GGp(s) since Ha(s) = 0. (a) When G(s) = K, we have -1 ess = lim sE(s) 840 1 + KR (b) When G(s) = K/s, we have ess = = R RCs + 1 = GGp(s) 1+ GGp(s) = lim sE(s) = 0. 8-0 -Ha(s).

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
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Chapter1: Introduction
Section: Chapter Questions
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Question
AP4.1
The plant transfer function is
Gp(s)
The closed-loop output is given by
1
H(s)
=
1+ GG₂ (s) 23 (8) +
Therefore, with E(s) = Ha(s) - H(s), we have
-1
E(s) =
1+ GG₂(s) 23(s),
since Ha(s) = 0.
(a) When G(s) = K, we have
ess =
lim sE(s)
-1
1+ KR
8-0
(b) When G(s) = K/s, we have
esslim sE(s) = 0.
8-0
=
R
RCs + 1
GGp(s)
1+ GGp(s)
=
-Ha(s).
Transcribed Image Text:AP4.1 The plant transfer function is Gp(s) The closed-loop output is given by 1 H(s) = 1+ GG₂ (s) 23 (8) + Therefore, with E(s) = Ha(s) - H(s), we have -1 E(s) = 1+ GG₂(s) 23(s), since Ha(s) = 0. (a) When G(s) = K, we have ess = lim sE(s) -1 1+ KR 8-0 (b) When G(s) = K/s, we have esslim sE(s) = 0. 8-0 = R RCs + 1 GGp(s) 1+ GGp(s) = -Ha(s).
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