Consequences of the dynamical approach to the nuclear spin relaxation induced by molecular rotations in an external magnetic field

The evolution of two nuclear spins, interacting between themselves and with an external magnetic field, and situated on molecules of a fluid, is treated, under the assumption of the mixing property of molecular rotations, by the method of limit theorems for random differential equations. The limit diffusion behaviour of the system is derived and the results on relaxation times and (non-thermodynamical) equilibrium are obtained and discussed.