A dynamic system is described by the state-variable equations x = A x x =
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A dynamic system is described by the state-variable equations ˙x=Ax and y=Cx, where
(a) Obtain the State-Transition Matrix Φ(t).
(b) Find the state variable responses x1(t) and x2(t).
(c) Find the output response y(t).
(d) For this system verify that:
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Related Book For
Design And Analysis Of Control Systems Driving The Fourth Industrial Revolution
ISBN: 9781032718804
2nd Edition
Authors: Arthur G O Mutambara
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