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Status of the Navier–Stokes Equations in Gas Dynamics. A Review

Fluid dynamics, 2018, Vol.53 (1), p.152-168

2018

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The local transport relations in a rarefied gas

Journal of applied mathematics and mechanics, 2017, Vol.81 (2), p.157-163

2017

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The gas dynamics equations of slow flows of polyatomic gas mixtures, non-uniform in temperature and concentrations

Journal of applied mathematics and mechanics, 2015-01, Vol.79 (2), p.148-158

2015

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An asymptotic theory of the sound dispersion in a binary mixture of gases

Journal of applied mathematics and mechanics, 2014, Vol.78 (2), p.132-136

2014

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Asymptotic theory of the asymmetry parameters of a weak shock wave

Journal of applied mathematics and mechanics, 2013, Vol.77 (4), p.412-420

2013

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Transformations of the equations of the first approximation of Chapman–Enskog methods and vector transport relations for mixtures of polyatomic gases

Journal of applied mathematics and mechanics, 2007, Vol.71 (2), p.269-286

Galkin, V.S.

2007

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On the theory of bulk viscosity and relaxation pressure

Journal of applied mathematics and mechanics, 2005, Vol.69 (6), p.943-954

2005

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Burnett's model of the structure of a shock wave in a molecular gas

Journal of applied mathematics and mechanics, 2005, Vol.69 (3), p.380-387

2005

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Exact solutions of the Boltzmann—Maxwell kinetic equation

Journal of applied mathematics and mechanics, 2004, Vol.68 (1), p.1-23

2004

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Burnett's equations for multicomponent mixtures of polyatomic gases

Journal of applied mathematics and mechanics, 2000, Vol.64 (4), p.569-582

Galkin, V.S

2000

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Burnett models of the structure of a strong shock wave in a binary mixture of monatomic gases

Journal of applied mathematics and mechanics, 2003, Vol.67 (1), p.57-65

2003

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The transport properties of gases in Burnett's approximation

Journal of applied mathematics and mechanics, 2002, Vol.66 (3), p.425-437

2002

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The solution of problems of sound propagation and the structure of a weak shock wave in a polyatomic gas using Burnett's equations

Journal of applied mathematics and mechanics, 2001, Vol.65 (3), p.453-461

2001

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Exact solution of the system of equations of the second-order kinetic moments for a two-scale homoenergetic affine monatomic gas flow

Fluid dynamics, 1995-11, Vol.30 (3), p.467-476

GALKIN, V. S

1995

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Analysis of temperature jump and partial pressure coefficients of a binary evaporating gas mixture

Fluid dynamics, 1992, Vol.26 (6), p.914-922

1992

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VII. Der Kaiserschnitt in infizierten Fällen von Placenta praevia

Gynecologic and obstetric investigation, 1927-06, Vol.77 (6), p.428-436

Galkin, V.S.

1927

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On forces due to barnett stresses acting on bodies in a gas

Journal of applied mathematics and mechanics, 1974-01, Vol.38 (2), p.244-257

1974

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The principle of material frame-indifference and cylindrical couette flow of a rarified gas

Journal of applied mathematics and mechanics, 1987, Vol.51 (6), p.736-739

1987

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One-dimensional unsteady solution of the equation for the kinetic moments of a monatomic gas

Journal of applied mathematics and mechanics, 1964, Vol.28 (1), p.226-229

Galkin, V.S.

1964

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On lift in free molecular flow

Journal of applied mathematics and mechanics, 1962, Vol.26 (3), p.848-849

Galkin, V.S.

1962

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On a class of solutions of Grad's moment equations

Journal of applied mathematics and mechanics, 1958, Vol.22 (3), p.532-536

Galkin, V.S.

1958

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Kinetic theory and the principle of material frame-indifference in the mechanics of continuous media

Journal of applied mathematics and mechanics, 1985, Vol.49 (4), p.434-440

1985

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Stresses produced in gasses by temperature and concentration inhomogeneities. New types of free convection

Uspehi fiziceskih nauk, 1976, Vol.119 (5), p.111

1976

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Flow past a strongly heated sphere by a gas with low Reynolds numbers

Journal of applied mathematics and mechanics, 1972-01, Vol.36 (5), p.829-833

1972

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Calculation of the transport properties of polyatomic gases for an arbitrary non-equilibrium form of the flow

U.S.S.R. computational mathematics and mathematical physics, 1989, Vol.29 (3), p.155-162

1989

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Status of the Navier–Stokes Equations in Gas Dynamics. A Review

The local transport relations in a rarefied gas

The gas dynamics equations of slow flows of polyatomic gas mixtures, non-uniform in temperature and concentrations

An asymptotic theory of the sound dispersion in a binary mixture of gases

Asymptotic theory of the asymmetry parameters of a weak shock wave

Transformations of the equations of the first approximation of Chapman–Enskog methods and vector transport relations for mixtures of polyatomic gases

On the theory of bulk viscosity and relaxation pressure

Burnett's model of the structure of a shock wave in a molecular gas

Exact solutions of the Boltzmann—Maxwell kinetic equation

Burnett's equations for multicomponent mixtures of polyatomic gases

Burnett models of the structure of a strong shock wave in a binary mixture of monatomic gases

The transport properties of gases in Burnett's approximation

The solution of problems of sound propagation and the structure of a weak shock wave in a polyatomic gas using Burnett's equations

Exact solution of the system of equations of the second-order kinetic moments for a two-scale homoenergetic affine monatomic gas flow

Analysis of temperature jump and partial pressure coefficients of a binary evaporating gas mixture

VII. Der Kaiserschnitt in infizierten Fällen von Placenta praevia

On forces due to barnett stresses acting on bodies in a gas

The principle of material frame-indifference and cylindrical couette flow of a rarified gas

One-dimensional unsteady solution of the equation for the kinetic moments of a monatomic gas

On lift in free molecular flow

On a class of solutions of Grad's moment equations

Kinetic theory and the principle of material frame-indifference in the mechanics of continuous media

Stresses produced in gasses by temperature and concentration inhomogeneities. New types of free convection

Flow past a strongly heated sphere by a gas with low Reynolds numbers

Calculation of the transport properties of polyatomic gases for an arbitrary non-equilibrium form of the flow

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