Equalization of dynamics of friable materials in the working zone of mixer and it`s decision

Abstract

The dynamics of skim of friable material that is on a hard surface that moves in the plane on the set law with characteristic speed is considered. For description of mathematical correlations that characterize the processes of motion of friable materials at their co-operating the dimensionless variable used with the working organs of mixer. Ordinary differential equalizations of first-order are got for problem of Koshi definition complemented by initial conditions and decided a numerical method of Runge-Kutt. As a result of decision of the got equalization the built curves of speeds of friable material and it`s position in a working zone.