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If I suspend a baseball bat from one end and let it swing back and forth does it make a simple pendulm?
Under what conditions does an oscillating mass tied to a string constitute a simple pendulum?
Integral
Nov7-04, 01:29 AM
Please show us that you have but some thought of your own into these questions.
I know that a simple pendulum consists of a mass m tied to a string (considered massless) of length L. So If I suspend a baseball bat from one end and let it swing back and forth does it make a simple pendulm
No, it will make a physical pendulum.
Under what conditions does an oscillating mass tied to a string constitute a simple pendulum?
When it's point-mass ( I_{cm} = mr^2 ) tied to the massless string.
Try it:
Physical pendulum Period
T = 2 \pi \sqrt{\frac{I}{mgd}}
Substituting for ( I_{cm} = mr^2 )
T = 2 \pi \sqrt{\frac{mr^2}{mgd}}
d = l = r
T = 2 \pi \sqrt{\frac{l}{g}}
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