(a) Derive the transfer function, G(s) = 02(s) / T(s) by hand. (b) Find the percent overshoot, 2% settling time, and peak time for 02(s) by har (c) Plot the step response in Matlab and label the percent overshoot, 2% settling time on the plot (you may label them using the figure editor or "text arrow" T(1) 0,(1) 02(1)

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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For the rotational mechanical system shown below, a step torque is applied at 01(t).
(a) Derive the transfer function, G(s) = 02(s) / T(s) by hand.
(b) Find the percent overshoot, 2% settling time, and peak time for 02(s) by hand.
(c) Plot the step response in Matlab and label the percent overshoot, 2% settling time, and peak
time on the plot (you may label them using the figure editor or "text arrow" command).
T(1) 0,(1)
02(1)
ff
1 N-m-s/rad
1 N-m/rad
Transcribed Image Text:For the rotational mechanical system shown below, a step torque is applied at 01(t). (a) Derive the transfer function, G(s) = 02(s) / T(s) by hand. (b) Find the percent overshoot, 2% settling time, and peak time for 02(s) by hand. (c) Plot the step response in Matlab and label the percent overshoot, 2% settling time, and peak time on the plot (you may label them using the figure editor or "text arrow" command). T(1) 0,(1) 02(1) ff 1 N-m-s/rad 1 N-m/rad
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