- 1 Transform The Following System Into The Diagonal Canonical Form Furthermore Using Your Diagonal Canonical Form Fin 1 (165.18 KiB) Viewed 39 times
1. Transform the following system into the diagonal canonical form. Furthermore, using your diagonal canonical form, fin
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1. Transform the following system into the diagonal canonical form. Furthermore, using your diagonal canonical form, fin
1. Transform the following system into the diagonal canonical form. Furthermore, using your diagonal canonical form, find the transfer function and determine whether or not it is controllable. (1) x(t) = [3 ]x(t) + [3]u(t) y(t) = [1 2]x(t) (2) T-10 -2 -21 x (t) = 3 −5 −3x(t) + -5 -5 -7] y(t) = [1 2 -1]x(t) -4. u(t) *For both systems, find a transformation matrix T and calculate as in examples.