Numerical modeling of the formation of steady-state nonequilibrium distributions of particles interacting through a power-law potential

One studies numerically formation of steady-state nonequilibrium function of distribution of particles interacting with a repulsive potential of action infinite radius. The collision dynamics of such a system is studied on the basis of spatially homogeneous nonlinear integral of collisions. To carry out numerical simulation one applies a completely conservative difference circuits. It is shown that a flux of particles or of energy oriented properly within pulse space is the fundamental condition for occurrence of steady-state nonequilibrium distributions. The derived results may be applied to predict behavior of semiconductors irradiated by fluxes of particles or electromagnetic radiation