Concept — Angular momentum is conserved in the absence of external torques.
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07·08
Linked atoms
34 linked atoms.
06 Centre of mass
07 Rotational dynamics
- Case 1: inelastic collision with a hinged rod
- Case 2: elastic collision with a hinged rod
- Case 3: elastic collision with a free rod on a rail
- Disc with an unwinding rope
- Worked example — projectile against a hinged rod
- The angular-momentum exchange diagram
- Angular impulse
- The conservation law
- The skater who pulls in her arms
- The common scheme
- Problem — Disc with an unwinding rope
- Problem — Rotating disc struck tangentially
- Problem — Fantaphysics: angular momentum not conserved
- Problem — Fantaphysics: invariant moment of inertia
- Problem — The skater pulling herself in
- Problem — Reading a flat L(t) graph
- Problem — New angular velocity of a skater
- Problem — Why the skater spins faster
- Problem — Diver and pirouette
- Problem — True or false on angular momentum and inertia
- Problem — True or false on the moment of inertia
- Problem — Initial ω of a skater
- When it is conserved: the choice of pole
- Summary of the conservation laws
- Collision of a projectile with a rod
08 Universal gravitation
- Comet at perihelion and aphelion
- Conservation of angular momentum and Kepler’s second law
- Worked example: satellite, aphelion and perihelion
- Maximum and minimum distance from the central body
- Elliptical orbit — perihelion, aphelion and speed variation
- Speed of a comet at perihelion
- True or false on energy and orbits