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Wednesday 25 March 2020

Questions based on Frequency Domain Analysis (from the notes given to students on 25.03.2020)


      Assignment : 2
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  1. 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.
  2. Derive the expression for  the correlation between time and frequency domain specifications for a second order system.
  3.  Find frequency domain specifications for a  system having  C(s)/R(s)= 81/ [(s^2+18s+81)]
  4. Define the following terms : (i)  Resonance frequency,  (ii) Bandwidth,  (iii) Cut off rate, (iv) Phase margin and (v) gain margin.
  5. What are the frequency domain specifications?
  6. Determine the resonant frequency, resonance peak and bandwidth for the system whose transfer function is   C(s)/R(s)= 5/ [(s^2+2s+5)]
  7.  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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7 comments:

  1. This comment has been removed by the author.

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  2. SIR, IN THE THIRD QUESTION MY RESONANT FREQUENCY COMES OUT TO BE INFINTY . IS THAT CORRECT?

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    Replies
    1. Conditions
      Resonant frequency
      0, if zeta is>0.707
      wn, if zeta=0

      and
      wr=wn(sqrt(1-2*zeta^2) , if 0<zeta<0.707

      Delete
  3. Hlw sir.....this is kartik

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  4. Problem in solving time response for Parabolic input.

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  5. Good morning sir, Aditya here
    Is it possible to have infinite steady-state error in a system?

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  6. Hlw sir....sir plz can you make a video on time and frequency domain specifications for a second order system.

    ReplyDelete