Abstract

An equation is derived for the dynamics of the spin magnetic moment in a polarized Boltzmann gas allowing for spin loss processes. The general form of the T matrix for collisions between two spin 1/2 particles allowing for inelastic processes is used. It is shown that the rate of spin loss depends on the degree of polarization of the gas. As a result, the damping of deviations of the magnetic moment from the average becomes anisotropic where the degree of anisotropy depends on the amplitude of the zero-angle scattering of atoms.

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