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   Example: Consider the system Y(s) =G(s) =s2 d'y dt y-u()U(s) and determine the feedback gain...

Question:

  

Example: Consider the system Y(s) =G(s) =s2 dy dt y-u()U(s) and determine the feedback gain to place the closed-loop poles a
Problem: Given the plant G(s)-20(s+5)/s(s+1)(s+4) design a state-feedback controller to yield 9.5% overshoot and a settling t
Example: Consider the system Y(s) =G(s) =s2 d'y dt y-u()U(s) and determine the feedback gain to place the closed-loop poles at s--1ti. Therefore, we require that α2-2. With xrV and x-dy/dt, the matrix equation for the system and αι G(s) is dy d2y 2dt2 Dorf and Bishop, Modern Control System
Problem: Given the plant G(s)-20(s+5)/s(s+1)(s+4) design a state-feedback controller to yield 9.5% overshoot and a settling time of 0.74 sec. Solution: 1) Determine phase-variable state-space representation:

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