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Question 2 (10 marks) Consider the following three-pole feedback amplifier with a loop gain function: 5432xB Tlir)- 2x101+ 4
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5432 2x00 Wa2n 5432β 6nXI0M TX105 5432 x38-UX20-3

I have use matlab to determine the PM and GM. Following are the matlab commands.

>> s=tf('s')

>> G=(5432*38.66*10^-3)/((1+s/(4*pi*10^3))*(1+s/(6*pi*10^4))*(1+s/(8*pi*10^5)))

G =

1.25e18
------------------------------------------
s^3 + 2.714e06 s^2 + 5.077e11 s + 5.953e15

>> bode(G); margin(G); grid on

Bode Diagram Gm-0.808 dB (at 7.13c+05 radis), Pm 1.4 dag (at 6.8a+0S radis) 50 100 270 108 102 103 101 106 Frequeney (rads)

The system is not stable, because Phase Margin is 1.4 degree. To be stable, the system must have Phase margin greater than 45 degree.

NOTE :

a) If you find the solution doubtful or doesn't match with your answer provided, or you feel that I am wrong by any means feel free to mention that in comment. Otherwise your downvote will keep me in doubt. So that i can correct myself and it will also help me in future to guide others.

b) Please re-check the calculation and inform me if there is any error. Happy to help.

c) Some feedbacks or rating will help me to improve myself. Wish you all the best. Happy Learning. Thank You

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Question 2 (10 marks) Consider the following three-pole feedback amplifier with a loop gain function: 5432xB Tlir)- 2x101+ 4 x 105 If -38.66x10" determine the phase margin and the gain margin...
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