Physics HL

Chapter 4: Linear Momentum

Build momentum thinking from Newton's second law, connect force-time area to impulse, and use conservation methods to solve one- and two-dimensional collisions.

1 simulation entries

Simulation: Two-Mass Collision Lab

Adjust masses, initial velocities, and elasticity, then compare initial and final momentum and kinetic energy.

Appears in: 4.3 Collision Models: Elastic, Inelastic, and Total Inelastic

Momentum Collision Lab

Collision is shown directly: two bodies move, contact, then leave with post-collision velocities from conservation + restitution.

t = 0.00 s
contact @ 3.66 sm1m2p1: +8.00p2: -1.00Phase: pre-collision

v1 final

+1.00 m/s

v2 final

+5.00 m/s

p initial

+7.00 N·s

p final

+7.00 N·s

K initial

16.50 J

K final

13.50 J

Momentum difference: +0.0000 N·s

Energy ratio (final/initial): 0.818

Momentum is conserved in isolated collisions; kinetic energy tracks elasticity.