![SOLVED: Consider that a third-order system has the coefficient matrices A = B = C = [0 1] -4 Obtain the Jordan canonical form (JCF) of the system and discuss whether the SOLVED: Consider that a third-order system has the coefficient matrices A = B = C = [0 1] -4 Obtain the Jordan canonical form (JCF) of the system and discuss whether the](https://cdn.numerade.com/ask_images/2cc422d800a444a4acfaf2965c8e6f7f.jpg)
SOLVED: Consider that a third-order system has the coefficient matrices A = B = C = [0 1] -4 Obtain the Jordan canonical form (JCF) of the system and discuss whether the
MIMO Controllable Canonical Decomposition ME EN 6210 – State Space Controls – Spring 2003 3/27/03 Page 1 of 2
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Chapter 3 Canonical Form and Irreducible Realization of Linear Time-invariant Systems. - ppt download
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Chapter 3 Canonical Form and Irreducible Realization of Linear Time-invariant Systems. - ppt download
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