Momentum: Review Flashcards
How do you tell if there is a momentum problem?
A collison occurs
Derive p=Ft from F=ma
F=ma = m v/t
m v/t = m vf - vi/t
mvf -mvi/t = p/t
P=Ft
Which has a greater change in momentum:
1. Hitting something and stopping
2. Hitting something and bouncing backwards
Hitting something and bouncing backwards
How to calculate impulse from a Force/Time graph
Area under curve
Energy problem vs. Momentum problem
If the number of objects stay the same, it is an energy problem
If the number of objects change or they bounce, it is a momentum problem
Conservation of Momentum
pi = pf
Elastic collisions
Objects bounce perfectly
Momentum and kinetic energy is conserved
Inelastic collisions
Objects collide and stick together
Momentum is conserved but kinetic energy is not
If perfectly inelastic, the final velocities are the same