Mathematical theory of freezing for flow in porous media
Konstantin G. Kornev, G. I. Mukhamadullina · Proceedings of the Royal Society of London Series A Mathematical and Physical Sciences · 1994
Abstract It is shown that the problem of determining the equilibrium shape of bodies formed by freezing of flow in porous medium can be reduced to the Riemann problem with displacement. A solitary body and linear array of bodies are used as examples. Algorithms for determining its boundary is constructed and realized. All results are presented in the graphic form and they correspond to wide diapason of physical parameters.