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(Solved): In the unit feedback closed loop control system whose block diagram is shown in Figure , the transfe ...



In the unit feedback closed loop control system whose block diagram is shown in Figure , the transfer function is given as ????(????) = ((3,3333)*10^4)/(s^2) . Desired behavior criteria of a closed loop system are given below in terms of maximum overshoot and response (settling) time:

Maximum overshoot in step response: ???????? ? 16

Response time for ±2% bandwith around the last value: ???????? ? 0.002

The phase margin ???????? and bandwidth ???????? can be calculated in terms of the fading ratio ???? as follows:

\( \varphi_{m}=\tan ^{-1}\left(\frac{2 \zeta}{\sqrt{-2 \zeta^{2}+\sqrt{1+4 \zeta^{4}}}}\right) \quad, \quad \omega_{b}=\frac{

Design a phase lead compensator that will provide the desired closed-loop behavior using the frequency response method. . Show on Bode diagrams how the bandwidth, gain and phase margins are affected by changing values of the compensator parameters.



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Step 1Due to the length and complexity of the question I can give you the firts partThe shape for the
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