The Fokfer-Planck equapions for magnetic monopoles and charged particles

Abstract We investigate the Fokker-Planck equations (non-relativistic case) for the interaction between magnetic monopoles and charged particles. We find that, the collision integral in this case is also logarithmically divergent, showing that the main effect is still produced by far encounters. We give, for thermal equilibrium, expressions for the three relaxation times. Compared with the well-known expressions for charged particles, these are generally amplified by a factor (light velocity/thermal velocity) 2 , showing that, under ordinary conditions, the interaction between monopoles and charged particles is negligible but that, under certain astrophysical conditions, it is not. In the latter case, the MHD equations must be modified accordingly and the modified equations are given.