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This collection of problems involves calculating periods of small oscillations for different physical pendulum configurations. Calculate the oscillation periods for uniform rods, a rod with a mass attached, and a hoop with a mass at the edge, each pivoted at different points.
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A uniform rod length L=2m and mass M=4kg is freely pivoted about one end. Calculate the period of small oscillations. Axis
A uniform rod length L=2meter and mass M=4kg is freely pivoted about an axis 0.41meter from the top. Calculate the period of small oscillations. Axis
A uniform rod length L=1meter and mass M=4kg is freely pivoted about one end. A small dense mass m=2kg is attached at the lower end. Calculate the period of small oscillations. Axis
A small dense mass m=2kg is attached at the edge of a hoop radius R=1m and mass M=4kg that is freely pivoted at one end. Calculate the period for small amplitude oscillations. Axis