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Vol. 6 No. 2 (2015): International Journal of Mathematics and Physics
Vol. 6 No. 2 (2015): International Journal of Mathematics and Physics
Published:
2015-12-18
Informatics and Mathematical Modeling
Modeling of the complex impact on the hydrocarbon mixture
A. Assylbekuly
4-15
PDF
77
74
A modification of the method of fictitious domains for stationary model of non-Newtonian liquids
Zh. B. Baytulenov
16-22
PDF
83
55
Research and simulation of plastic zone around the Griffith’s crack
A. Zh. Bibossinov, A. I. Iskakbayev, B. E. Bekbauov
23-26
PDF
75
60
Modelling of Coupled Nonlinear Axial and Lateral Vibrations of Drill Strings
Askar K. Kudaibergenov, Askat K. Kudaibergenov
27-35
PDF
99
85
Protoplanetary three-body problem with variable masses and its solutions
G. M. Mayemerova, M. Zh. Minglibayev, A. N. Prokopenya
36-40
PDF
81
61
Modelling of Nonlinear Torsional-Flexural Vibrations of Drill Strings
A. S. Sergaliyev, L. A. Khajiyeva
41-48
PDF
85
72
Mathematical modeling of radiation processes in constructional materials in ion irradiation
T. A. Shmygaleva, E. V. Shmygalev, A. I. Kupchishin, Sh. E. Jeleunova, L. Sh. Cherikbayeva
49-55
PDF
77
67
Conclusion of discrete analog for the inverse problem of acoustics
G. A. Tyulepberdinova, S. A. Adilzhanova, G. G. Gaziz
56-60
PDF
79
65
Approximation of a method of iterations of Landveber for the net equation
G. A. Tyulepberdinova, S. A. Adilzhanova, Zh. E. Temirbekova
61-63
PDF
79
62
Theoretical Physics and Plasma Physics
Stopping power and straggling in two-component plasmas
Yu. V. Arkhipov, A. B. Ashikbayeva, A. Askaruly, N. Y. Yerkinbayev, A. E. Davletov, M. I. Tkachenko
64-67
PDF
110
92
Proton and electron fluxes on the surface of a dust grain in a plasma
А. E. Davletov, A. Kissan, Ye. S. Mukhametkarimov, L. T. Yerimbetova
68-73
PDF
82
70
Scalar model of glueball in nonperturbative quantisation à la heisenberg
V. Dzhunushaliev, A. Makhmudov
74-79
PDF
59
78
International Journal of Mathematics and Physics
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Inverse problem for determining the coefficient in the heat conduction equation
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The problem of translational-rotational motion of a non-stationary axisymmetric small body in the gravitational field of two spherical bodies with variable mass
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