canonical equations of motion

canonical equations of motion

[kə′nän·ə·kəl i′kwā·zhənz əv ′mō·shən]
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Applying the canonical equations of motion, the following conservation equations follow:
Applying the canonical equations of motion to its associated Hamiltonian gives conservation equations of energy, total angular momentum and the z component of the angular momentum.
Applying the canonical equations of motion to the Hamiltonian, derived from the Lagrangian, leads to three conservation equations: