Consider a system with the following State-Variable Matrix model where (x_{1}(t)) and (x_{2}(t)) are the state variables,

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Consider a system with the following State-Variable Matrix model

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where $x_{1}(t)$ and $x_{2}(t)$ are the state variables, the $u(t)$ is the input and $y(t)$ is the output. Find the Transfer Function model of the dynamic system.

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Design And Analysis Of Control Systems Driving The Fourth Industrial Revolution

ISBN: 9781032718804

2nd Edition

Authors: Arthur G O Mutambara

Question Posted: Mar 14, 2024 06:01 AM

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Consider a system with the following State-Variable Matrix model where (x_{1}(t)) and (x_{2}(t)) are the state variables,

Question:

x1 x2 = a1 a2 X1 + 0 x2 y = [ c 0 ] x1 +[0]u, X2 bi b2 u (2.16) (2.17)

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To obtain the systems Transfer Function model the InputOutput mo...View the full answer

Design And Analysis Of Control Systems Driving The Fourth Industrial Revolution

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