For a certain dynamic system the state variable equations for the position (x 1 ) and velocity (v 1 ) are given below where (x 2 (t) ) is the input and the output is (x 1 ) Use the s operator to obtain the input output differential equation which relates the output (x 1 ) and the input (x 2 (t) ) x...

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For a certain dynamic system the state-variable equations for the position (x_{1}) and velocity (v_{1}) are given

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For a certain dynamic system the state-variable equations for the position $x_{1}$ and velocity $v_{1}$ are given below:

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where $x_{2}(t)$ is the input and the output is $x_{1}$. Use the s-operator to obtain the input-output differential equation which relates the output $x_{1}$ and the input $x_{2}(t)$.

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Design And Analysis Of Control Systems Driving The Fourth Industrial Revolution

ISBN: 9781032718804

2nd Edition

Authors: Arthur G O Mutambara

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Question Posted: Mar 14, 2024 06:00 AM

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For a certain dynamic system the state-variable equations for the position (x_{1}) and velocity (v_{1}) are given

Question:

x = V 1 mi -[-(k+k2)x1-bv + bx2+k2x2(1),

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Design And Analysis Of Control Systems Driving The Fourth Industrial Revolution

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