Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain
Yıl 2003,
Cilt: 1 Sayı: 4, 0 - 4, 01.01.2003
J. A. Iskenderova
Kaynakça
- SHIH-I Bai. The magneto-gas dynamics and plasma dynamics, edit. Kylicovsky A.G. (Peace, Moscow, 1964), p.302.
- ANTONTSEV S. N., KAZHIKHOV A. V, MONAKHOV V. N. Boundary-value problems of the mechanics of heterogeneous liquids, edit. M. M. Lavrentiev (Nauka, Novosibirsk, 1983), p.319.
- SMAGULOV Sh., DURMAGAMBETOV A. A., ISKENDEROVA J. A. The Cauchy problem for the equations of magneto-gas dynamics, Different. Equations, Vol.29, No. 2. (1993) 337-348.
- ISKENDEROVA J. A., MUSATAEVA G. T. Motion of a viscous gas in a magnetic field in non-bounded domain, Research by integro-different. Equations, 31. (2002) 233-238.
- ISKENDEROVA J. A. The local solvability of the Cauchy problem for the equations of magneto-gas dynamics, Bulletin of Kazakh National University, 3(26). (2001) 62-67.
- ISKENDEROVA J. A., SMAGULOV Sh. The mathematical questions of model of magnetic gas dynamics (Gilim, Almaty, 1997), p.166.
Yıl 2003,
Cilt: 1 Sayı: 4, 0 - 4, 01.01.2003
J. A. Iskenderova
Kaynakça
- SHIH-I Bai. The magneto-gas dynamics and plasma dynamics, edit. Kylicovsky A.G. (Peace, Moscow, 1964), p.302.
- ANTONTSEV S. N., KAZHIKHOV A. V, MONAKHOV V. N. Boundary-value problems of the mechanics of heterogeneous liquids, edit. M. M. Lavrentiev (Nauka, Novosibirsk, 1983), p.319.
- SMAGULOV Sh., DURMAGAMBETOV A. A., ISKENDEROVA J. A. The Cauchy problem for the equations of magneto-gas dynamics, Different. Equations, Vol.29, No. 2. (1993) 337-348.
- ISKENDEROVA J. A., MUSATAEVA G. T. Motion of a viscous gas in a magnetic field in non-bounded domain, Research by integro-different. Equations, 31. (2002) 233-238.
- ISKENDEROVA J. A. The local solvability of the Cauchy problem for the equations of magneto-gas dynamics, Bulletin of Kazakh National University, 3(26). (2001) 62-67.
- ISKENDEROVA J. A., SMAGULOV Sh. The mathematical questions of model of magnetic gas dynamics (Gilim, Almaty, 1997), p.166.
Toplam 6 adet kaynakça vardır.