Integral relationships for analytical solutions of hyperbolic models of transfer
Abstract
A new representation of boundary-value problems for transfer equations of hyperbolic type is suggested: the method of Green's functions was developed. A new effect of heat-insulated moving boundary on the thermo-stressed state of a massive body is described.
About the Authors
E. M. Kartashov
M.V. Lomonosov Moscow State University of Fine Chemical Technologies, 86, Vernadskogo pr., Moscow 119571
Russian Federation
T. V. Timchenko
M.V. Lomonosov Moscow State University of Fine Chemical Technologies, 86, Vernadskogo pr., Moscow 119571
Russian Federation
References
1. Kartashov, E. M. Analiticheskie metody resheniya kraevykh zadach nestatsionarnoi teploprovodnosti v oblastyakh s dvizhushchimisya granitsami / E. M. Kartashov // Inzh. fizich. zhurn. - 2001. - T. 74, № 2. - S.171-195.
2. Kartashov, E. M. Analiticheskie metody v teorii teploprovodnosti tverdykh tel / E. M. Kartashov. - M. : Vyssh. Shkola, 2001. - 550 s.
3. Kartashov, E. M. Novye integral'nye sootnosheniya dlya giperbolicheskikh modelei perenosa / E. M. Kartashov // Dokl. AN. - 2002. - T. 38,№ 1. - S. 17-21.
4. Tikhonov, A. N. Uravneniya matematicheskoi fiziki / A. N. Tikhonov, A. A. Samarskii. - M. : Nauka, 1966. - 724 s.
5. Rubin, A. G. Dinamicheskaya reaktsiya tverdogo tela s teploizolirovannoi dvizhushcheisya granitsei / A. G. Rubin, E. M. Kartashov, I. A. Dzhemesyuk // Izv. RAN. Energetika. - 2002. - № 6. - S. 72-80.
For citations:
Kartashov E.M.,
Timchenko T.V.
Integral relationships for analytical solutions of hyperbolic models of transfer. Fine Chemical Technologies. 2010;5(2):26-32.
(In Russ.)
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