Model of deformation of a liquid drop of zirconium dioxide after its collision with a steel porous surface

Abstract

Abstract Based on the integral laws of conservation of mass and energy, a mathematical numerical-analytical model of the deformation of a continuous liquid-metal drop after its collision with a flat porous surface is constructed. The model takes into account the capillary and adhesive properties of the melt, the processes of cooling a liquid drop until it solidifies. Numerical calculations are performed for the model case of collision of a continuous liquid drop of zirconia with a porous steel substrate.