Two-dimensional boundary problems of Stefan’s type in cryomedicine
Beslan Karal'bievich Buzdov · Applied Mathematical Sciences · 2014
In this paper we propose a new formulation of two-dimensional boundary problems of Stefan’s type with non-linear heat source of a special kind, arising in cryomedicine. These models correspond to the processes of biological tissue cooling by cryoinstruments with cylindrical and conical forms of the cooling surface. An effective method for the study of these models is offered.