Principles of Quantum Mechanics · Problem 14.4.1

Spin — R. Shankar

Physics — Quantum Mechanics · ehrenfest-angular-momentum-precession

Problem

Show that if H=−γL⋅BH = -\gamma \mathbf{L} \cdot \mathbf{B}, and B\mathbf{B} is position independent, d⟨L⟩dt=⟨μ×B⟩=⟨μ⟩×B\frac{d\langle \mathbf{L} \rangle}{dt} = \langle \boldsymbol{\mu} \times \mathbf{B} \rangle = \langle \boldsymbol{\mu} \rangle \times \mathbf{B}

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