Derive a state-space equation from ODE. The equation of motion
for the two-degree-of-freedom system below is: Derive A and B from
the state-space equations here. (Do not develop the equation of
motion, but find it by defining a vector-matrix.)
f(t)k mü(t)+2bč, (t)+2kx,(t)- bx, (t) – kxz(t)= 0 mü; (t)+2bi, (t)+2kx, (t)- bi, (t)- kx,(t)= f(t) *TYOKSEN 7 = m kくゆb x,(t) [x,(r)] x;(0) x(t)= io #() u(t)= f(t) m kub xz(t) i(t)= Ax(t)+Bu(t)
Derive a state-space equation from ODE. The equation of motion for the two-degree-of-freedom system below is: Derive A a
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Derive a state-space equation from ODE. The equation of motion for the two-degree-of-freedom system below is: Derive A a
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