

Two physical pendula, one of which has a weight on its bottom end, are held in a horizontal position and released from rest simultaneously. Q: Which one will reach the bottom first, or will it be a tie. A: The one without the weight will accelerate faster and reach the bottom first. This can be a rather tricky question, requiring careful analysis by the student. Mislead them by pointing out that pendula of the same length have the same period!
In this apparatus the position of the weight can be adjusted and set using a thumbscrew. Q: Where must the bob be placed so that the two pendula will accelerate at the same rate and reach the bottom simultaneously? A: At one-third of the distance from the bottom end. The period of a physical pendulum is equal to that of a simple pendulum with two-thirds of the length of the physical pendulum.
Demonstrates effect of rotational inertia on acceleration of an object Read More
Demonstrates effect of rotational inertia on acceleration of an object Read More
Illustrate the effect of moment of inertia on rolling acceleration.
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Demonstrate dynamic effects of the center of mass and moment of inertia
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Demonstrate the effect of moment of inertia.
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Application of the rotational analog of Newton's second law.
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Demonstrate how a toppling chimney breaks up.
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Illustrate in a counter-intuitive way the effect of moment of inertia on rotational acceleration.
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Demonstrate the center of percussion using a baseball bat.
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Illustrates rotational analog of Newton's second law of motion Read More
Illustrate the accelerating disc problem.
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Illustrate the three principal axes of a thin aluminum plate.
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Demonstrate moment of inertia using the torsional chair.
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Demonstrate the effect of moment of inertia.
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Demonstrate the Parallel Axis Theorem.
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