example 23.27 Charged particle in a uniform magnetic field

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example 23.27: Charged particle in a uniform magnetic field23.27equation 23.49: eq:hj-action-variable23.49proposition 23.14: Cyclic coordinates23.14theorem 23.34: Adiabatic invariance of the action23.34definition A.554: Actions on the torusA.554example 23.26: The Kepler problem, and the Bohr formula23.26equation 23.53: eq:hj-angle-circuit23.53definition 23.13: Additive separability23.13definition 21.35: Cyclic coordinate21.35theorem 21.36: Conservation of the conjugate momentum21.36example 23.25: Central force in plane polar coordinates23.25example 23.22: Free particle23.22example 23.23: Uniform gravity, and the parabola23.23proof : ch:06-hamilton-jacobi@proof-5proofdefinition 23.28: Action variables23.28equation 22.10: eq:ham-dhdt22.10theorem 23.30: Motion in action–angle variables23.30example 23.35: The slowly stiffened oscillator23.35remark 23.36: How good the invariance really is23.36remark 23.37: Why this matters observationally23.37proof : ch:06-hamilton-jacobi@proof-9proof

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depends_on eq:hj-action-variable declared parts/03-classical-mechanics/06-hamilton-jacobi.tex:891
depends_on Cyclic coordinates declared parts/03-classical-mechanics/06-hamilton-jacobi.tex:891
depends_on Adiabatic invariance of the action declared parts/03-classical-mechanics/06-hamilton-jacobi.tex:891