All the pieces of the rotating whole were themselves rotating prior to separation. They have no reason to stop spinning just because they are no longer attached to anything.brainpushups said:That statement is unclear to me. Can you provide more context?. A piece breaking off has no reason to spin unless there was some shearing force (or torque about its center of mass) at the time of separation.
Prior to those two balls breaking off, do you agree that they were already spinning in the same direction as the first ball?Dreamdweller said:I'm not sure if this is a good explanation or not but I guess imagine a ball. Take 2 more balls and attach them to opposite sides of the first ball and set that first ball spinning. Have the 2 balls break off from the first. Will those 2 balls spin in the same direction that the first ball was spinning?
Angular momentum is a measure of the amount of rotational motion an object has. It is a vector quantity that takes into account both the mass and the velocity of an object as it rotates around an axis.
Linear momentum is a measure of the amount of straight-line motion an object has, while angular momentum is a measure of the amount of rotational motion an object has. Linear momentum is a vector quantity that takes into account the mass and velocity of an object in a straight line, while angular momentum takes into account the mass and velocity of an object as it rotates around an axis.
The factors that affect angular momentum are the mass, velocity, and distribution of mass of the spinning object. The more mass an object has, the more angular momentum it will have. The greater the velocity of the object, the more angular momentum it will have. The distribution of mass also plays a role, as objects with their mass concentrated closer to the axis of rotation will have a higher angular momentum compared to objects with their mass spread out further from the axis.
Angular momentum affects the stability of a spinning object by keeping it in motion and resisting any external forces that may try to change its direction or speed. Objects with a higher angular momentum will be more stable and harder to move, while objects with a lower angular momentum are more susceptible to external forces and can be easily disrupted.
According to the law of conservation of angular momentum, the total angular momentum of a system remains constant as long as there are no external torques acting on it. This means that if a spinning object experiences no external forces or torques, its angular momentum will remain constant. If the object experiences a change in its mass, velocity, or distribution of mass, its angular momentum will also change in order to maintain conservation.