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Q1. Show analytically that the Root Locus for the unity feedback system with open loop transfer function: (a) [10 marks] K(s

Q2. (a) Design a phase-lead compensator for the system in Figure Q2 to meet the following-step response specifications: a 5%

Q1. Show analytically that the Root Locus for the unity feedback system with open loop transfer function: (a) [10 marks] K(s 4) (s + 2) is a circle, and find the centre and the radius. Determine the minimum value of the damping ratio and the corresponding value of K (b) The root locus of the open loop transfer function: [10 marks] s(s26s +15) is depicted in Figure Q1(b). Find the minimum value of gain K that will render the system unstable. Then, find the corresponding imaginary axis crossing. Root Locus Figure Q1(b)
Q2. (a) Design a phase-lead compensator for the system in Figure Q2 to meet the following-step response specifications: a 5% settling time (3/Gun,-075 s [20 marks] ability of this control system to track 61-a ramp input. 0 S +2 Figure Q2.
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