Second Order System : Q1 Figure Q1 show a block diagram of a negative feedback closed-loop control system for a certain

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Second Order System Q1 Figure Q1 Show A Block Diagram Of A Negative Feedback Closed Loop Control System For A Certain 1 (41.53 KiB) Viewed 16 times

Second Order System : Q1 Figure Q1 show a block diagram of a negative feedback closed-loop control system for a certain application. If the input signal is a unit step input, determine: (a) The value of K and p so that the step response of the system will have an under damped transient response with peak time (Tp) = 1s and settling time (7:) = 4s, (b) The value of percent overshoot (P.O.), rise time (7,), and steady-state error (e()) of the system step response, and (c) The location of the system's poles in s-plane. Then, (d) Plot the system's poles in the s-plane, and (e) Sketch the time response graph of the system and indicate the location and value of rise time (Tr), peak time (Tp), percent overshoot (P.O.), settling time (T.), and steady-state error (e()) in the graph Given: 2.16 +0.60 T, T₂ 0√1-52² P.O.= 100e Controller K R(s) Sensor Figure Q1 PROCESS G(s)= 1/s(s+p) Y(s)