Robert Mann - An Introduction to Particle Physics and the Standard Model · Problem 5.4

Accelerators — Robert Mann

Physics — Particle Physics · angular-momentum-commutators

Problem

Consider the Hamiltonian H=H0−gμ0ℏJ⃗⋅B⃗H = H_0 - g\frac{\mu_0}{\hbar}\vec{J} \cdot \vec{B} where B⃗\vec{B} is an external magnetic field, g,μ0g, \mu_0 are constants, and H0H_0 commutes with the angular momentum operator J⃗\vec{J}. If the magnetic field is pointing along the zz-axis, find the commutator [H,J⃗]\left[H, \vec{J}\right].

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