Momentum Anki Deck (Physics)

By Vegard Gjerde Based on Masterful Learning 5 min read
Momentum Anki Deck (Physics) deck cover

Download the deck

Get new deck drops (and deck updates)

One email per new deck release. No spam.

Want a structured system beyond flashcards? Try Unisium →

Use this deck to build fast, reliable recall of Momentum concepts so you can model collisions and systems without guessing at the conservation rules.

What this deck is for

This deck is for recall training: quick retrieval of the key definitions (momentum, impulse, center of mass), what the symbols mean, and the exact conditions that make conservation laws valid.

Use it when you want mechanics problems to feel less like “formula roulette” and more like pattern recognition: you identify an isolated system, recall the conservation law, and spend your effort on the setup.

This deck does not replace solving problems. It’s the recall layer that makes problem practice pay off.

Coverage

Core ideas

  • Linear momentum as a vector quantity
  • Impulse as the product of force and time (and change in momentum)
  • Conservation of Momentum (and when it applies)
  • Center of mass definitions for position and velocity
  • System boundaries and external forces

Equations in this deck

Definitions & Theorem:

  • p=mv\vec{p} = m\vec{v}
  • J=FΔt\vec{J} = \sum \vec{F} \Delta t
  • J=pfpi=Δp\vec{J} = \vec{p}_f - \vec{p}_i = \Delta \vec{p}

Conservation & Center of Mass:

  • mivi=mfvf\sum m_i \vec{v}_i = \sum m_f \vec{v}_f
  • Fsys=dpsysdt=0\sum \vec{F}_{sys} = \frac{d\vec{p}_{sys}}{dt} = 0
  • vcm=mivimi\vec{v}_{cm} = \frac{\sum m_i \vec{v}_i}{\sum m_i}
  • rcm=mirimi\vec{r}_{cm} = \frac{\sum m_i \vec{r}_i}{\sum m_i}

Common traps in Momentum

Before you drill cards, know the classic failure modes:

  • Confusing Momentum with Energy: Momentum (p\vec{p}) is a vector; Energy (KK) is a scalar. They are conserved under different conditions—don’t swap them.
  • Forgetting signs in 1D: If a ball hits a wall at vv and bounces back at vv, the change is 2mv2mv, not 00. Direction matters.
  • Applying conservation when external forces act: Momentum is only conserved if net external force is zero. Gravity breaks conservation vertically for a falling ball, even if it’s conserved horizontally.
  • Mixing up Elastic vs. Inelastic: In “Elastic” collisions, KK is conserved. In “Inelastic” collisions, KK is lost. Momentum is conserved in both (if the system is isolated). (Use the sticky note: “Momentum is robust; Kinetic Energy is fragile.”)

What this deck does not do

  • It does not teach full mechanics problem solving by itself.
  • It does not cover Rotation or Angular Momentum. If you want that next, move to setups and reasoning practice.

How to use it (so it works)

  1. Download the deck and import into Anki (Desktop → File → Import).
  2. Do short daily sessions. Ten minutes beats one long weekly grind.
  3. Always attempt before reveal. Recognition is not recall.
  4. When you miss a card, write a one-line rule (condition → action): “External force exists, so momentum is NOT conserved.”
  5. Pair recall with real setup practice: Problem-Solving Strategies.

If you want the full physics+math Anki workflow (card types, settings, traps), use: How to Study Physics & Math with Anki

Where this fits in a typical mechanics sequence

If you’re using Unisium

Anki is strong at recall. Unisium is built to train the full loop: retrieval practice, elaboration, self-explanation, and problem solving — with structure and progression.

Want more than recall?

Use Unisium to practice retrieval, self-explanation, and problem solving with guided sessions.

Try Unisium Read More Guides

Want the complete framework? This guide is from Masterful Learning.

Learn about the book →