Find The Total Kinetic Energy Of The Dumbbell

Find The Total Kinetic Energy Of The Dumbbell

The kinetic energy of the bell? 3

The kinetic energy of the bell

This problem explains the two contributions to the kinetic energy of the extended body: rotational kinetic energy and translational kinetic energy. You must determine the total kinetic energy of the bell millimeter Ktot if it rotates with an angle sd w and its center moves from m to sd v translator. Find the moment of inertia of the bell in its center at m times Icm. Note: If you reach the sphere at the point of the moon mm / 2, at a distance of r from each center, ignoring the moment of stagnation of the rod, then the moment of inertia of the bell is given by Icm = mr

A) = 1/2 mv² + 1/2 Icm for w²

Find The Total Kinetic Energy Of The Dumbbell

Find The Total Kinetic Energy Of The Dumbbell

For part B, only the moment of inertia should be absorbed through the axis passing through the center m. Go

Find The Total Kinetic Energy Of The Dumbbell