QUESTION 5 Consider the system whose block diagram is shown below. D(s) R(s) + + C(s) K G(s) G(8) R(s) is the reference input or target, and D(s) is the disturbance input. Gp(t) is the plant (house, motor, car,...) transfer function, Gc(t) is the compensator transfer function, and K is the compensator gain given by 1 G (s) G (s) = P s+10 1 3s+2 and K=5. Find the transfer function, C(s)/R(s). 3 s²+16s+14 8 3s²+32s+25 S 382+8+6 8(s+ 10) 3s² + 32s+25 3s+2 3s²+32s+25 5 3x²+32x+25
QUESTION 5 Consider the system whose block diagram is shown below. D(s) R(s) + + C(s) K G(s) G(8) R(s) is the reference input or target, and D(s) is the disturbance input. Gp(t) is the plant (house, motor, car,...) transfer function, Gc(t) is the compensator transfer function, and K is the compensator gain given by 1 G (s) G (s) = P s+10 1 3s+2 and K=5. Find the transfer function, C(s)/R(s). 3 s²+16s+14 8 3s²+32s+25 S 382+8+6 8(s+ 10) 3s² + 32s+25 3s+2 3s²+32s+25 5 3x²+32x+25
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
Related questions
Question
![QUESTION 5
Consider the system whose block diagram is shown below.
D(s)
R(s) +
+
C(s)
K
G(s)
G(8)
R(s) is the reference input or target, and D(s) is the disturbance input. Gp(t) is the plant (house, motor, car,...) transfer function, Gc(t) is the compensator transfer function, and K is the compensator
gain given by
1
G (s)
G (s)
=
P
s+10
1
3s+2
and K=5.
Find the transfer function, C(s)/R(s).
3
s²+16s+14
8
3s²+32s+25
S
382+8+6
8(s+ 10)
3s² + 32s+25
3s+2
3s²+32s+25
5
3x²+32x+25](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fadcd2146-40e8-4924-8383-3d1cdc877b03%2Fcc368297-aa62-44a7-bf6a-70894893fdfa%2Fpat72c_processed.png&w=3840&q=75)
Transcribed Image Text:QUESTION 5
Consider the system whose block diagram is shown below.
D(s)
R(s) +
+
C(s)
K
G(s)
G(8)
R(s) is the reference input or target, and D(s) is the disturbance input. Gp(t) is the plant (house, motor, car,...) transfer function, Gc(t) is the compensator transfer function, and K is the compensator
gain given by
1
G (s)
G (s)
=
P
s+10
1
3s+2
and K=5.
Find the transfer function, C(s)/R(s).
3
s²+16s+14
8
3s²+32s+25
S
382+8+6
8(s+ 10)
3s² + 32s+25
3s+2
3s²+32s+25
5
3x²+32x+25
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