7.4. Collisions and Conservation Principles http://www.ck12.org
http://demonstrations.wolfram.com/CenterOfMassOfNPoints/
- Momentum is a vector quantity;~pdefined as the product of mass and velocity:~p=m~v
- The impulseF∆tis equal to the change in momentum∆p:F∆t=∆p
- Momentum is a conserved quantity. For any isolated system the change in momentum of the system is zero:
∆p= 0 - The center of mass of an isolated system always moves with constant velocity.
- The kinetic energy of a system is conserved in elastic collisions.
- The kinetic energy of a system is not conserved in inelastic collisions; however, momentum is still conserved!
- In solving for momentum in two dimensions, the momentum must be conserved in each direction.