Find the steady-state solution of the differential equation. (3 ddot{x}+frac{2700(0.002)}{omega} dot{x}+2700 x=20 sin omega t)
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Find the steady-state solution of the differential equation.
\(3 \ddot{x}+\frac{2700(0.002)}{\omega} \dot{x}+2700 x=20 \sin \omega t\)
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To find the steadystate solution of the given differential equation we assume that the solution has the form xt A sinomega t phi where A is the amplit...View the full answer
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