← Back to CoursesApplied Physics: Intermediate

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Momentum, Impulse, and Collisions

Manual: General · Subject: Applied Physics

Analyze impacts and recoil using momentum conservation and impulse concepts.

Momentum and Impulse

Momentum

Momentum is defined as p⃗=mv⃗\vec{p} = m\vec{v}. Because it depends on both mass and velocity, it is especially useful for describing collisions and recoil events.

Important relations

Impulse
J⃗=Δp⃗\vec{J} = \Delta \vec{p}
Impulse from force
J⃗=∫F⃗ dt\vec{J} = \int \vec{F}\,dt
Momentum conservation
Total momentum remains constant in an isolated system

Which quantity is conserved in an isolated collision?

Why does increasing collision time reduce injury risk?

Collision Types

Elastic vs inelastic collisions

Elastic

  • Momentum conserved
  • Kinetic energy conserved

Inelastic

  • Momentum conserved
  • Kinetic energy not fully conserved
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Reality check

Most real collisions are partially inelastic because some kinetic energy becomes heat, sound, or deformation.

Practical applications

Airbags, crumple zones, and sports padding all increase collision time or distribute force over larger areas, reducing peak force on occupants or athletes.

What is the main purpose of a car crumple zone?

What does a large impulse indicate?