Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain

Volume: 1 Number: 4 January 1, 2003
J. A. Iskenderova
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Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain

Abstract

References

  1. SHIH-I Bai. The magneto-gas dynamics and plasma dynamics, edit. Kylicovsky A.G. (Peace, Moscow, 1964), p.302.
  2. 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.
  3. 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.
  4. 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.
  5. 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.
  6. ISKENDEROVA J. A., SMAGULOV Sh. The mathematical questions of model of magnetic gas dynamics (Gilim, Almaty, 1997), p.166.

Details

Primary Language

English

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Journal Section

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Authors

J. A. Iskenderova This is me

Publication Date

January 1, 2003

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Published in Issue

Year 2003 Volume: 1 Number: 4

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https://izlik.org/JA86BW52SA

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RIS / Bibtex
APA
Iskenderova, J. A. (2003). Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain. Manas Journal of Natural Sciences, 1(4), 0-4. https://izlik.org/JA86BW52SA
AMA
1.Iskenderova JA. Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain. Manas Journal of Natural Sciences. 2003;1(4):0-4. https://izlik.org/JA86BW52SA
Chicago
Iskenderova, J. A. 2003. “Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain”. Manas Journal of Natural Sciences 1 (4): 0-4. https://izlik.org/JA86BW52SA.
EndNote
Iskenderova JA (January 1, 2003) Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain. Manas Journal of Natural Sciences 1 4 0–4.
IEEE
[1]J. A. Iskenderova, “Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain”, Manas Journal of Natural Sciences, vol. 1, no. 4, pp. 0–4, Jan. 2003, [Online]. Available: https://izlik.org/JA86BW52SA
ISNAD
Iskenderova, J. A. “Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain”. Manas Journal of Natural Sciences 1/4 (January 1, 2003): 0-4. https://izlik.org/JA86BW52SA.
JAMA
1.Iskenderova JA. Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain. Manas Journal of Natural Sciences. 2003;1:0–4.
MLA
Iskenderova, J. A. “Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain”. Manas Journal of Natural Sciences, vol. 1, no. 4, Jan. 2003, pp. 0-4, https://izlik.org/JA86BW52SA.
Vancouver
1.J. A. Iskenderova. Solvability the Equations of Magneto-Gas Dynamics in Non-Bounded Domain. Manas Journal of Natural Sciences [Internet]. 2003 Jan. 1;1(4):0-4. Available from: https://izlik.org/JA86BW52SA