A physical pendulum rotates back and forth about a fixed axis and may be of any shape.We calculated the uncertainty between the moment of inertia what we calculated and what we measured is 4.8%. We got the I'(around cm) = 0.000242768 N*m by measuring. I(parallel axis) = I'(around cm) + M*(d(parallel axis displacement))^2.Axis Through the Center of Mass Uniform Solid Cylinder 35:13 Cylinder of Length L Finding Moment of Inertia I=∫r2 dm Volume of Cylinder Other Shapes 44:37 Ring Disc Sphere Spherical Shell Parallel Axis Theorem 46:46 Object with Center of Mass Consider Another Axis Parallel to Primary Axis Extra Example 1: Moment of Inertia for.
using the parallel-axis theorem Moment of inertia for point halfway between both ends is equal to I = I(point where rod bends) + M d(sqrd) where d is the distance from the point where the.
