### Momentum and Impulse

Posted:

**January 28th, 2012, 11:33 am**What factors affect momentum?

Momentum is a physical property of an object by virtue of its mass and velocity (inertia in motion)

CHANGE in momentum: Δp = mΔv

Impulse is the product of the force and the time interval over which the force acts

Impulse-momentum theorem

The impulse exerted on an object is equal to the chance in the object's momentum.

The Law of Conservation of Momentum

Within a closed, isolated system (i.e. no outside forces), the total momentum will remain constant.

p[sub]A[/sub] + p[sub]B[/sub] + p[sub]C[/sub] + ... = p[sub]A[/sub]' + p[sub]B[/sub]' + p[sub]C[/sub]'

Types of Collisions - Momentum is conserved in all collisions

1. Elastic - the objects bounce off of one another

2. Inelastic - the objects stick together and move as one

3. Explosion - the opposite of inelastic collision

- mass - the greater the mass, the greater the momentum
- velocity - the faster the object is moving, the more momentum it has

Momentum is a physical property of an object by virtue of its mass and velocity (inertia in motion)

- p = mv

Units: kg • m/s or N • s

Vector quantity

CHANGE in momentum: Δp = mΔv

Impulse is the product of the force and the time interval over which the force acts

- FΔt = mΔv

Impulse-momentum theorem

The impulse exerted on an object is equal to the chance in the object's momentum.

The Law of Conservation of Momentum

Within a closed, isolated system (i.e. no outside forces), the total momentum will remain constant.

p[sub]A[/sub] + p[sub]B[/sub] + p[sub]C[/sub] + ... = p[sub]A[/sub]' + p[sub]B[/sub]' + p[sub]C[/sub]'

Types of Collisions - Momentum is conserved in all collisions

1. Elastic - the objects bounce off of one another

- "Perfectly elastic collision" - KE is also conserved

2. Inelastic - the objects stick together and move as one

3. Explosion - the opposite of inelastic collision