Conservation of Momentum
Experiment 5 was the study of the conservation of momentum. By this principle, the total initial momentum of an event should be equal in magnitude to the total final momentum of an event. The experiment studies the collision of elastic, inelastic, and an explosion event at different masses to test the conservation of momentum.
Event 1:
Event one was an elastic collision of equal masses with one in motion and the other rest. Ideally, in such a collision the moving mass should have some velocity while the resting mass has none. After collision, the mass that was in motion should come to rest and the other should continue to move with a velocity equal in magnitude and direction. The event was relatively successful with an error of 6.49%. The error could be attributed to the mass that was supposed to be at rest was not at complete rest. This may have caused the 6% error.
Event 2:
Event two was an elastic collision of equal masses with both carts in motion towards one another. Ideally in such a collision, after the collision , both masses should continue to travel with a final velocity equal to that of the initial velocity but in opposite direction. Again the event was relatively successful with an error of 50%. The masses did continue to travel in opposite directions, but not in velocities that were equal in magnitude to the initial velocity. The error maybe be a result of friction caused by the initial push provided by hand. If the force provided by hand was at an angle not parallel to that of the track, friction may have been created by part of the force pushing down on the carts.
Experiment 5 was the study of the conservation of momentum. By this principle, the total initial momentum of an event should be equal in magnitude to the total final momentum of an event. The experiment studies the collision of elastic, inelastic, and an explosion event at different masses to test the conservation of momentum.
Event 1:
Event one was an elastic collision of equal masses with one in motion and the other rest. Ideally, in such a collision the moving mass should have some velocity while the resting mass has none. After collision, the mass that was in motion should come to rest and the other should continue to move with a velocity equal in magnitude and direction. The event was relatively successful with an error of 6.49%. The error could be attributed to the mass that was supposed to be at rest was not at complete rest. This may have caused the 6% error.
Event 2:
Event two was an elastic collision of equal masses with both carts in motion towards one another. Ideally in such a collision, after the collision , both masses should continue to travel with a final velocity equal to that of the initial velocity but in opposite direction. Again the event was relatively successful with an error of 50%. The masses did continue to travel in opposite directions, but not in velocities that were equal in magnitude to the initial velocity. The error maybe be a result of friction caused by the initial push provided by hand. If the force provided by hand was at an angle not parallel to that of the track, friction may have been created by part of the force pushing down on the carts.