A feedback system has the following model: x(t) K s+3 +4s+2 s² + y(t) The open-loop transfer function is ✓ The open-loop transfer function poles are ✓ The finite open-loop transfer function zero is/are The closed-loop transfer function is Track the path of the closed-loop poles. As the gain, K, increases, what is the final location of each pole. The range of K for stability for the closed loop system is A.-3.4,-0.59 B. G= C. Zero = -3 D.G= E. -3,00 K(s + 3) s² + 4s+2 F.-4.-2 K(s+3) s² + 4s +2+K(s+3)
A feedback system has the following model: x(t) K s+3 +4s+2 s² + y(t) The open-loop transfer function is ✓ The open-loop transfer function poles are ✓ The finite open-loop transfer function zero is/are The closed-loop transfer function is Track the path of the closed-loop poles. As the gain, K, increases, what is the final location of each pole. The range of K for stability for the closed loop system is A.-3.4,-0.59 B. G= C. Zero = -3 D.G= E. -3,00 K(s + 3) s² + 4s+2 F.-4.-2 K(s+3) s² + 4s +2+K(s+3)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Transcribed Image Text:A feedback system has the following model:
x(t)
K
s+3
s² +45+2
y(t)
The open-loop transfer function is
✓ The open-loop transfer function poles are
✓ The finite open-loop transfer function zero is/are
✓ The closed-loop transfer function is
Track the path of the closed-loop poles. As the gain, K, increases, what is the final location of each pole.
The range of K for stability for the closed loop system is
A.-3.4,-0.59
B.
G=
C. Zero = -3
D.G=
E. -3,00
K(s + 3)
s² + 4s+2
1.
K(s + 3)
s2 + 4s +2+K(s+3)
F. -4,-2
G.O to ∞
H.0 to 3
K(s+3)
s²+4s+2+K
J. 0.59, 3.4
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