Question: Consider the feedback control system in Figure CP7.7. We have three potential controllers for our system: 1. Gc(s) = K (proportional controller) 2. Gc(s) =

Consider the feedback control system in Figure CP7.7. We have three potential controllers for our system:
1. Gc(s) = K (proportional controller)
2. Gc(s) = K/s (integral controller)
3. Gc(s) = K(1 + 1/s) (proportional, integral (PI) controller)
The design specifications are Ts ‰¤ 10 seconds and P.O. ‰¤ 10% for a unit step input.
(a) For the proportional controller, develop an m-file to sketch the root locus for 0 (b) Repeat part (a) for the integral controller.
(c) Repeat part (a) for the PI controller.
(d) Co-plot the unit step responses for the closed-loop systems with each controller designed in parts (a)-(c).
(e) Compare and contrast the three controllers obtained in parts (a)-(c), concentrating on the steady-state errors and transient performance.
Figure CP7.7
A single-loop feedback control system with controller Gc(s).
Consider the feedback control system in Figure CP7.7. We have

Controller Process Risi s2

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The mfile script to generate the root locus for each controller in parts ac is shown in Figure CP77 The performance region is indicated on each root l... View full answer

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