Physlet Illustration: Translational and Rotational
Kinetic Energy |
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A ball of radius 1.0 m rolls down an incline, as shown. The
incline makes an angle q
with the horizontal. The linear speed is given in m/s, the angular speed in
radians/s, the times shown are in seconds, and the
distance grid is in meters. Adjust the
mass (100 g < m < 500 g) and/or the angle (10° < q <
30°),
and watch the graph of work done by gravity and rotational and translational kinetic energy vs. distance.
Does it all add up?
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Hints
- Choose any time to pause the animation.
- Use the cursor to "measure" the work done by gravity and compare to the kinetic
energies.
- Is all of the work done by gravity converted into translational
kinetic energy?
- Is all of the work done by gravity converted into rotational kinetic
energy?
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Reference
See Walker, Sections 10-4, 5, &
6 |
Illustration written by Chuck Niederriter
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