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The disk rotates at ω2 about its axis and the rotation rate of the forked shaft is ω1 Both rates are constant It is desired to determine the velocity and acceleration of point P in the perimeter of

The disk rotates at ω2 about its axis, and the rotation rate of the forked shaft is ω1. Both rates are constant. It is desired to determine the velocity and acceleration of point P in the perimeter of the disk, which is oriented on the radial line that has rotated by θ relative to the upward vertical. Perform this analysis using a reference frame attached to the forked shaft; then compare that analysis with one that uses a reference frame attached to the disk. Describe the results in terms of components relative to the xyz axes in the sketch.              

 

 

Jun 16 2020 View more View Less

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