The mathematical modeling of two-dimensional nonlinear stationary phenomenons of the heat transfer theory for analysis of solutions of boundary value problems

As is it known, in material media the distribution of heat is always associated with the thermal movement of structural units. If the heat transfer process is complex, methods that summarize the results of various simple methods are used to study it. One of these methods is the phase plane development method. Based on this method the stationary distribution of heat flux, depending on temperature in condensed matter has been studied in this work. The equilibrium point of phase trajectory has been numerically determined. (author)