Assignment : 2
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- The response of a control system is c(t) = exp(-3t) sin(2t) , when subject to a impulse input. Obtain the expression for closed loop transfer function.
- Derive the expression for the correlation between time and frequency domain specifications for a second order system.
- Find frequency domain specifications for a system having C(s)/R(s)= 81/ [(s^2+18s+81)]
- Define the following terms : (i) Resonance frequency, (ii) Bandwidth, (iii) Cut off rate, (iv) Phase margin and (v) gain margin.
- What are the frequency domain specifications?
- Determine the resonant frequency, resonance peak and bandwidth for the system whose transfer function is C(s)/R(s)= 5/ [(s^2+2s+5)]
- Write at least three advantages and disadvantages of using frequency domain analysis.
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Students are required to complete this assignment in this week. if any query /doubts anyone can call me any time.
with best wishes
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Students are required to complete this assignment in this week. if any query /doubts anyone can call me any time.
with best wishes
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ReplyDeleteSIR, IN THE THIRD QUESTION MY RESONANT FREQUENCY COMES OUT TO BE INFINTY . IS THAT CORRECT?
ReplyDeleteConditions
DeleteResonant frequency
0, if zeta is>0.707
wn, if zeta=0
and
wr=wn(sqrt(1-2*zeta^2) , if 0<zeta<0.707
Hlw sir.....this is kartik
ReplyDeleteProblem in solving time response for Parabolic input.
ReplyDeleteGood morning sir, Aditya here
ReplyDeleteIs it possible to have infinite steady-state error in a system?
Hlw sir....sir plz can you make a video on time and frequency domain specifications for a second order system.
ReplyDelete