Question

Gp(s) = \frac{1}{s^2 + 2s + 5} by designing a PI control algorithm in Matlab-Simulink for Kp = 10 and Ki = 10 Draw the unit step reference input response for 20 seconds by considering the gain values and compare the results with the answer obtained for the same gain values in the previous question. b) For this system; Rise time ? 0.5 s Settlement time ? 2.5 s% OS 4 4% Peak time ? 1.1 s Determine the most appropriate gains of the PID control algorithm that provides performance criteria and plot it.

          Gp(s) = \frac{1}{s^2 + 2s + 5}
by designing a PI control algorithm in Matlab-Simulink for Kp = 10 and Ki = 10
Draw the unit step reference input response for 20 seconds by considering the gain values and compare the results with the answer
obtained for the same gain values in the previous question.
b) For this system;
Rise time ? 0.5 s Settlement
time ? 2.5 s% OS 4 4%
Peak time ? 1.1 s
Determine the most appropriate gains of the PID control algorithm that provides performance criteria and plot it.

Gp(s) = (1)/(s^2 + 2s + 5)
by designing a PI control algorithm in Matlab-Simulink for Kp = 10 and Ki = 10
Draw the unit step reference input response for 20 seconds by considering the gain values and compare the results with the answer
obtained for the same gain values in the previous question.
b) For this system;
Rise time ? 0.5 s Settlement
time ? 2.5 s% OS 4 4%
Peak time ? 1.1 s
Determine the most appropriate gains of the PID control algorithm that provides performance criteria and plot it.

Added by Xavier V.

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