Question

For the given closed loop system, where:

C(s)=  9.43  s+  9.56   

G(s)=  87.84 / ( s2+  2.94 s+  9.00 )

Part A: Obtain the rise time of the step response of the plant transfer function  G(s).

Part B: Obtain the overshoot of the step response of the plant transfer function  G(s).

Part C: Obtain the 1% settling time of the step response of the plant transfer function  G(s).

Part D: Obtain the natural frequency  ωn of the characteristic polynomial of the closed-loop transfer function T(s).

Part E: Obtain the rise time  tr of the characteristic polynomial of the closed-loop transfer function  T(s)

Part F: Obtain the steady-state value of the output  yout(t) for a unit step input of magnitude 8.

Ω. out G(s) C(s) control plant For the given closed loon system, where: C(s)9.43 84 9,56 G(s)= 394 19.0 87.84 Part A Plant Ri

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Answer #1

Slutian Given Plant are functin G)ay characteistic eatien dthe hen Gls)= derominade Pe Gls) So gs)= S+2.9us+9=0 Compare equat4.267 S dise time |tj= T-Cos (4.2 ecoz ise Hime Cannet Le caleulatel Coverdambel System) PARTE we get 2x29133X 3127

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For the given closed loop system, where: C(s)=  9.43  s+  9.56    G(s)=  87.84 / ( s2+  2.94 s+  9.00 ) Part A: Obtain...
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