Given the systems below, sketch the root locus: a. (35pts) R(S) C(s) K(+1) s(s+2)(s+5)
Given the systems below, sketch the root locus: R(S) K C(s) s(s+2)(s+5)
Theroot-locus design method (d) Gos)H(s)2) 5.5 Complex poles and zeros. For the systems with an open-loop transfer function given below, sketch the root locus plot. Find the asymptotes and their angles. the break-away or break-in points, the angle of arrival or departure for the complex poles and zeros, respectively, and the range of k for closed-loop stability 5 10ん k(s+21 (d) Gos)H(s)2) 5.5 Complex poles and zeros. For the systems with an open-loop transfer function given below, sketch the root...
for eqn 1+ K/(s^2(s+1)(s+5)) =0 a) draw real axis of root locus b) sketch asymptote for k to infinity c) sketch locus
sketch the root locus of the system whose open loop transfer function is given by C(s)/ R(s)=k/(s(s+4)(s2+s+1)+k)
sketch the root locus of the system whose open loop transfer function is given by C(s)/ R(s)=k/(s(s+4)(s2+s+1)+k)
Sketch the root-locus diagram for the closed-loop poles of the system 1+K 4. -0 with given s(s2 +3s+4) characteristic equations as K varies from 0 to infinity Sketch the root-locus diagram for the closed-loop poles of the system 1+K 4. -0 with given s(s2 +3s+4) characteristic equations as K varies from 0 to infinity
For the feedback configuration shown below compute all the parameters of the root locus and sketch it for each of the systems given. a) P(s) = 1/(s +1+3j)(s +1−3j) , C(s) = K(s +2)/(s +8) b) P(s) = (s +3+4j)(s +3−4j)/s(s +1+2j)(s +1−2j) , C(s) = K(1+3s) Problem 1 For the feedback configuration shown below compute all the parameters of the root locus and sketch it for each of the systems given C(s) C(s)-KY S +8 a) P(s)= (s +3+4j(s...
7. a) Sketch the root-locus Ris) C(s) diagram for the system S(5+) shown in figure when Ge=1. 6) Design phare- lead be compensator such that the system time constant is 0,25 see and != 0,45. Assume compensator at s=-4. Sketch the root-locus diagram of compensated system. c) Find the unit step responses of COMPENSATED and WN COMPENSATED systems and plot these responses. zero
B3. Sketch the root locus of the control system shown in the figure below K s(s? + 65 +25)
1 Sketch the root locus for the unity feedback systems that have an open-loop transfer function of: 6. G(S) = k(s? +1) (s - 1)(8 + 2)(8+3)