DP3.2 A system has the state variable matrix equation in phase variable form x?(t)=[0?a?1?b?]x(t)+[0d?]u(t)y(t)=[1?0?]x(t).? It is desired that the canonical diagonal form of the differential equation be z?(t)y(t)?=[0?10?1?2?]z(t)+[11?]u(t),=[1??1?]z(t).? Determine the parameters a,b, and d to yield the required diagonal matrix differential eq solutionspile.com

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DP3.2 A system has the state variable matrix equation in phase variable form x?(t)=[0?a?1?b?]x(t)+[0d?]u(t)y(t)=[1?0?]x(t).? It is desired that the canonical diagonal form of the differential equation be  z?(t)y(t)?=[0?10?1?2?]z(t)+[11?]u(t),=[1??1?]z(t).? Determine the parameters a,b, and d to yield the required diagonal matrix differential equation. solutionspile.com

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