Quantum Mechanics: Concepts and Applications · Problem 5.8

Three-Dimensional Problems — Nouredine Zettili

Physics — Quantum Mechanics · angular-momentum-component-arbitrary-direction

Problem

Consider a particle of total angular momentum j=1j = 1. Find the matrix for the component of J⃗\vec{J} along a unit vector with arbitrary direction n⃗\vec{n}. Find its eigenvalues and eigenvectors.

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