Let the transfer function of a system be Show that by defining the state-variables as v 1

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Let the transfer function of a system be

Y (s) bo + bịs H(s) X(s) ao + a¡s+ s²

Show that by defining the state-variables as

v1(t) = y(t),v2(t)=Ë™ y(t) + a1y(t) ˆ’ b1x(t)

we obtain a minimal state variable and output realization (i.e., only two integrators are needed). Show the matrices/vectors for the state and the output equations. Draw a block diagram for the realization.

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