Problem-5. For the systems given below, where the input is unit step function, (a) Obtain the time responses of c₁ (t), C₂ (t), C3 (t) by the partial-fraction expansion. (b) Plot the responses in Matlab and Excel for t = 0 to 4 secs taking K₁ = 5, K₂ = 3, K3 = 17. (c) Obtain the same outputs in Simulink. (d) Write the settling time and steady state values of each response from the plots.
Problem-5. For the systems given below, where the input is unit step function, (a) Obtain the time responses of c₁ (t), C₂ (t), C3 (t) by the partial-fraction expansion. (b) Plot the responses in Matlab and Excel for t = 0 to 4 secs taking K₁ = 5, K₂ = 3, K3 = 17. (c) Obtain the same outputs in Simulink. (d) Write the settling time and steady state values of each response from the plots.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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![Problem-5. For the systems given below, where the input is unit step function,
(a) Obtain the time responses of c₁ (t), C₂ (t), C3 (t) by the partial-fraction expansion.
(b) Plot the responses in Matlab and Excel for t = 0 to 4 secs taking K₁ = 5, K₂ = 3, K3 = 17.
(c) Obtain the same outputs in Simulink.
(d) Write the settling time and steady state values of each response from the plots.
R(S)
C₁ (s)
R(s)
➜ G₁ =
K₁ (s + 3)
s² +8s + 15
R(s)
➜
G₁
=
K3 (s + 3)
s² + 6s +34
G₁
C₁ (s)
K₁ (s + 3)
s² +65 +9
C₁ (s)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc12a3358-77cb-4e4c-8e25-68008f46381b%2F3961f2c9-366a-4ea7-b13e-f0fb44b3be63%2Fs88ry4_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Problem-5. For the systems given below, where the input is unit step function,
(a) Obtain the time responses of c₁ (t), C₂ (t), C3 (t) by the partial-fraction expansion.
(b) Plot the responses in Matlab and Excel for t = 0 to 4 secs taking K₁ = 5, K₂ = 3, K3 = 17.
(c) Obtain the same outputs in Simulink.
(d) Write the settling time and steady state values of each response from the plots.
R(S)
C₁ (s)
R(s)
➜ G₁ =
K₁ (s + 3)
s² +8s + 15
R(s)
➜
G₁
=
K3 (s + 3)
s² + 6s +34
G₁
C₁ (s)
K₁ (s + 3)
s² +65 +9
C₁ (s)
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