Mathematical Modeling of Swirled Nonisothermic Flow of Two-Phase Media over Permeable Surfaces

Abstract

A mathematical model has been developed for the swirled nonisothermal flow of two-phase medium with a free surface along the inner wall of a permeable surface of revolution. Two types of flows have been considered, i.e., flows on rotating nozzles and on fixed circular surfaces of rotation when the medium is fed tangentially. Equations of the conservation of mechanics of heterogeneous media have been solved by the method of surfaces of equal consumption. The results of numerical calculations of flows for a conic surface have been presented.