Question

Question 2: Define the open loop and closed loop control for the transfer function given below using MATLAB. Generate the following 1) Root locus for open loop and closed loop 2) Bode plot for open loop with gain value k=10 3) Determine the phase margin and stability of closed loop from bode plot (Assume unity feedback for closed loop) 30 marks Case # Transfer Function 2 $G(s) = \frac{1.5s + 0.7}{0.7s^3 + s^2 + 2s}$

          Question 2:
Define the open loop and closed loop control for the transfer function given below using MATLAB.
Generate the following
1) Root locus for open loop and closed loop
2) Bode plot for open loop with gain value k=10
3) Determine the phase margin and stability of closed loop from bode plot
(Assume unity feedback for closed loop)
30 marks
Case #	Transfer Function
2	$G(s) = \frac{1.5s + 0.7}{0.7s^3 + s^2 + 2s}$

Question 2:
Define the open loop and closed loop control for the transfer function given below using MATLAB.
Generate the following
1) Root locus for open loop and closed loop
2) Bode plot for open loop with gain value k=10
3) Determine the phase margin and stability of closed loop from bode plot
(Assume unity feedback for closed loop)
30 marks
Case # Transfer Function
2 G(s) = (1.5s + 0.7)/(0.7s^3 + s^2 + 2s)

Added by William M.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Ameer Said

Step 1

The transfer function given is 1.5s + 0.7. For the open loop transfer function, we can directly use the given transfer function. Let's define it in MATLAB: G_open = tf([1.5, 0.7], [1]); Now, we can generate the root locus plot for the open loop transfer Show more…

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Question 2: Define the open loop and closed loop control for the transfer function given below using MATLAB. Generate the following: 30 marks 1) Root locus for open loop and closed loop 2) Bode plot for open loop with gain value k=10 3) Determine the phase margin and stability of closed loop from bode plot (Assume unity feedback for closed loop) Case # Transfer Function 1.5s + 0.7