Consider the open loop system and closed systems shown in figure. R(s) K C(s) $2+2 Çw „S+ w R(S) + C(s) G H where wn = 4
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Consider the open loop system and closed systems shown in figure. R(s) K C(s) $2+2 Çw „S+ w R(S) + C(s) G H where wn = 4
Consider the open loop system and closed systems shown in figure. R(s) K C(s) $2+2 Çw „S+ w R(S) + C(s) G H where wn = 4 and 3 = 2. G(s) = K 53 +11 s2 +10 and H(s) = 1 a. Find pole, zero of the transfer function (S) R(S) b. Draw pole/zero map and comment on stability of the system. C. Draw the system in simulink and plot unit- step response curves for different gain values K = 1, K = 100, K = 500. =