Systems. Methods. Technologies 3 (43) 2019

Systems Methods Technologies. Yu.V. Vidin et al. Analytical method …2019 № 3 (43) p. 58-62 62 12. Ватсон Г.Н. Теория Бесселевых функций. В 2 т. М.: ИЛ, 1949. Т. 2. 219 с. 13. Янке Е., Эмде Ф., Лёш Ф. Специальные функции. М.: Наука, 1977. 342 с. 14. Корнеев Б.Г. Введение в теорию Бесселевых функций. М.: Гл. ред. физ-мат. лит.: Наука, 1971. 283 с. 15. Абрамовиц М. и Стиган. И . Справочник по специаль- ным функциям. М.: Наука, 1979. 890 с. 16. Чистова Э.А. Таблицы функций Бесселя от действи- тельного аргумента и интегралов от них. М.: Изд-во АН СССР, 1958. 524 с. 17. Корнеев Б.Г. Некоторые задачи теории упругости и теплопроводности, решаемые в Бесселевых функциях. М.: Гос. изд-во физ-мат. лит., 1960. 458 с. References 1. Vidin Yu.V., Zlobin V.S., Fedyaev A.A. Analytical method of calculation of non-stationary temperature field at variable coef- ficient of thermal conductivity. Systems. Methods. Technologies. 2019. BrSU. № 1 (41). Pp. 57-60. 2. Vidin Yu.V., Zlobin V.S., Fedyaev A.A. To the calculation of the non-stationary temperature field of a flat body at the expo- nential dependence of the thermal conductivity coefficient on the coordinate. Systems. Methods. Technologies. 2019. BrSU. № 2 (42). Pp. 55-59. 3. Vidin Yu.V. Engineering methods of calculation of heat transfer processes. – Krasnoyarsk. Krasnoyarsk Polytechnic Insti- tute publ., 1974. 144 p. 4. Ivanov V. V., Vidin Yu. V., Kolesnik V. A. Processes of heating multilayer bodies by radiant-convective heat. Rostov-on- don, Rostov University publ., 1990. 159 p. 5. Vidin Yu. V., Ivanov V. V., Kazakov R. V. Engineering methods of calculation of heat transfer problems. Krasnoyarsk, SFU, 2014. 167 p. 6. Vidin Yu. V., Zlobin V. S., Ivanov D. I. Unsteady heat transfer in inhomogeneous structures of curvilinear configuration. Krasnoyarsk, SFU, 2016. 167 p. 7. Belyaev N. M. Ryadno A. A. Methods of unsteady thermal conductivity. M.: Higher school, 1978. 328 p. 8. Lykov A.V. Theory of thermal conductivity. M.: Higher school, 1967. 600 p. 9. Carslaw H.S.,Jaeger D.K. the thermal Conductivity of sol- ids., Moscow: Nauka, 1964. 487 p. 10. Koshlyakov N.S., Gliner E.B., Smirnov M.M. Partial dif- ferential Equations of mathematical physics. M.: Higher school, 1970. 712 p. 11. Tikhonov A.N., Samarskiy A.A. Equations of mathemati- cal physics. M.: Science, 1969. 742 p. 12. Watson G.N. Theory of Bessel functions, vol. 1 and 2. M.: IL, 1949. 219 p. 13. Janke E., Emde F., Lesh F. Special functions. M.: Nauka, 1977. 342 p. 14. Korneev B.G. introduction to the theory of Bessel func- tions. M: the Main edition of physical and mathematical. lit. ed. " Nauka ", 1971. 283 p. 15. Abramowitz, M. and Stigan. I. Guide to special functions. M.: Nauka, 1979. 890 p. 16. Chistova E.A. Tables of Bessel functions from the real ar- gument and integrals from them. Moscow: Publishing house of the USSR, 1958. 524 p. 17. Korneev B.G. Some problems of the theory of elasticity and thermal conductivity solved in Bessel functions. Moscow: State. Izd-vo Fiz-Mat. lit., 1960. 458 p.