(in Russian)
Department of Mechanics, Subdepartment of kinetic theory of gases
(Professor V. V. Aristov)
The sector specializes in the following research topics:
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Development of physical models in kinetics, statistical physics, rarefied gas dynamics and investigation of non-equilibrium flows
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Development of modern & efficient numerical methods for the Boltzmann kinetic equation and other kinetic equations
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Numerical methods for evolution equations in general
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Development & implementation of numerical methods for hyperbolic conservation laws
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Development & implementation of efficient parallel algorithm for computational mechanics on high-performance machines with shared and distributed memory as well as graphical accelerators.
The sector has ongoing collaboration with a number of universities and industrial companies from Russia, Italy, the UK, Germany and the USA.
Staff:
| Head of the subdepartment | Prof. | V. V. Aristov | |
| senior researcher | Dr. | S. A. Zabelok | |
| researcher | Dr. | O. V. Ilyin | |
| leading researcher | Dsc, Dr. | S. P. Popov | |
| junior researcher | | O. A. Rogozin | publication list |
| senior researcher | Dr. | O. I. Rovenskaya | |
| leading researcher | Dr. | V. A. Rykov |
| leading researcher | Dr. | V. A. Titarev | publication list |
| principle researcher | Dsc, Dr. | F. G. Tcheremissine | |
| Prof. | E. M. Shakhov | |
Former members of staff:
| Prof. | A. M. Bishaev | |
| senior researcher | Dr. | I. N. Larina | |
| Dr. | E. F. Limar | |
| Dsc, Dr. | A. A. Nikolskiy | |
Books published by staff members:
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E. M. Shakhov. Method of investigation of rarefied gas flows. M.: Nauka, 1974, 207 p. (in Russian).
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V. V. Aristov, F. G. Tcheremisine. Direct numerical solution of the Boltzmann kinetic equation, Computing Center, Moscow, 1992, 192 p.
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V. V. Aristov. Direct Methods for Solving the Boltzmann Equation and Study of Nonequilibrium Flows. Kluwer Academic Publishers. Dordrecht / Boston / London, 2001, 294 pages.
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V. A. Aristov, Z. A. Zabelok. Application of direct solution method of the Boltzmann equation for modeling of non-equilibrium gas effects. Computing Center of RAS, Moscow, 2010. 144 pages.
The page is allocated at the site at September 13, 2011.
Last Revised: August 09, 2017.