Areas of Research Interests

Models gas and fluid dynamics in nonequilibrium
conditions.
Investigation of numerical and theoretical models
gas and fluid dynamics in nonequilibrium conditions.

Shock wave structure problem
Models of shock wave structure. Shock wave structure
in gas mixture.
Analysis of analytical and stochastic
methods.

Divergence form of kinetic equation
Divergence form of the Boltzmann equation is convenient
in devising and grounding of computational methods in
rarefied gas dynamics. It must be noted that this
form can be derived from definite phenomenological
hypothesis.

Model of the hypersonic transitional flow regime over space
antennae.
Numerical methods in rarefied gas flow experimental problems.
Model of gas flow in the perforated bounds.
Computer simulation and Monte Carlo methods.
Computer simulation of stochastic systems, simulation
algorithms, analysis of simulation output.

Numerical methods incompressible fluid flow.
Modeling a TwoPhase Liquid Flow and a Statistical
Ensemble of Discrete Particles in a Collapsing Cavity.
We are describe the motion of a liquid in terms of
a continuous medium and the motion of the particles
within the liquid (the motion of discrete units) in
terms of statistical and kinetic concepts.
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