Method of special functions in the mathematical modeling of electrical contact phenomena [[Текст]] : dis. ... doctor of philosophy ( PhD): 6D110100-Medicine / С. А. Қасабек ; scientific. consultant: S. N. Kharin, B. Miedzinski ; Kazakh-British Technical University. – Алматы : [б. ж.], 2018. – Electron. text Dan., 1 electron. wholesale. disk (CD-ROM). ).
The aim of the dissertation is to investigate the method of special functions for solution of applied problems of heat transfer in domains with free boundaries is that this method enables us to construct a solution of the problem in the form satisfying the differential equation. The unknown coefficients entering into the structure of the solution and the coefficients of the expansion of the free boundary are chosen to satisfy the initial and boundary conditions, exactly or approximately
solutions of applied heat transfer problems, differential equation, unknown coefficient, the expansion coefficients of the free boundary, heat and mass transfer processes, mathematical modeling, computer simulation