The disk D is rotating with angular speed ωD about its central point O in the direction shown. The particle P moves in the slot with known motion s(t), which is measured relative to the disk. Express your answers using the xyz frame that is attached to the disk D with its origin at O as shown.
If ωD is constant, determine the Coriolis acceleration of P and its total acceleration as functions of d, s and its time derivatives, and ωD.
Figure P6.136
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