Use a two degree-of-freedom model to derive the differential equations governing the motion of the system of
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Use a two degree-of-freedom model to derive the differential equations governing the motion of the system of Figure P7.96. A thin disk of mass moment of inertia \(I_{D}\) is attached to the end of the fixed-free beam. Use \(x\), the vertical displacement of the disk, and \(\theta\), the slope of the end of the beam, as generalized coordinates.
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