7) For a closed loop system below, for a particular sampling period T, GH(2) is given. 1-6-57 R(S) T KGP() C(s) s H(s) G
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7) For a closed loop system below, for a particular sampling period T, GH(2) is given. 1-6-57 R(S) T KGP() C(s) s H(s) G
7) For a closed loop system below, for a particular sampling period T, GH(2) is given. 1-6-57 R(S) T KGP() C(s) s H(s) G(S) = 1-E-ST s .KGp(s) and GH(Z) = K 0.175(Z+0.88) 22 -1.6Z+0.67 Obtain a plot of Root-Locus of the system as k varies from 0 to . Clearly show: Intersection of Root Locus with unit circle and corresponding K Intersection of Root Locus with imaginary axis and corresponding K Break-away or Break-in points and corresponding K Range of stability corresponding to K
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