Background Image
Previous Page  8 / 8
Information
Show Menu
Previous Page 8 / 8
Page Background

А.Б. Поддоскин

8

Effect of inelastic collisions of polyatomic

gas molecules on the Burnett slip coefficient

© A.B. Poddoskin

Bauman Moscow State Technical University, Moscow, 105005, Russia

The problem of gas Burnett sliding along a flat surface is solved under the proposed ki-

netic model for the polyatomic gas with molecule rotational degrees of freedom, with due

regard for the rotational-translational transitions of the gas molecules. The Burnett slip

coefficient is obtained as a function depending on the frequency of inelastic collisions of

the gas molecules and the accommodation coefficient of tangential momentum.

Keywords

: Burnett slip, polyatomic gas, molecule rotational degrees of freedom.

REFERENCES

[1]

Sone Y., Aoki K. Forces of a spherical particle in a slightly rarefied gas.

Rarefied Gas Dynamics: Proc. 6th Intern. Symp.

N.Y., Acad. Press, 1977,

vol. 51, part 1, 417 p.

[2]

Poddoskin A.B., Yushkanov A.A., Yalamov Yu.I.

Doklady SSSR AN. MZhG –

Reports of USSR AS. FM,

1980, vol. 254, no. 2, p. 343.

[3]

Yalamov Yu.I., Galoyan V.S.

Dinamika kapel v neodnorodnykh vyazkikh

sredakh

[The Dynamics of Droplets in Inhomogeneous Viscous Media].

Yerevan, Luys Publ., 1985, 205 p.

[4]

Zhdanov V.M., Alievskiy

M.Ya.

Protsessy perenosa i relaksatsii v mole-

kulyarnykh gazakh

[Processes of Transfer and Relaxation in Molecular Gases].

Moscow, Nauka Publ., 1989, 335 p.

[5]

Poddoskin A.B., Yushkanov A.A.

Izvestiya RAN. MZhG – Proceedings of the

RAS. FM,

2000, no. 1, p. 163.

[6]

Poddoskin A.B.

Teplofizika vysokikh temperatur – High Temperature,

2004,

vol. 42, no. 5, p. 796.

[7]

Poddoskin A.B.

Inzhenernyi zhurnal: nauka i innovatsii — Engineering

Journal: Science and Innovations,

2014, no. 1. Available at:

http://engjournal.ru/catalog/fundamentals/physics/1189.html.

[8]

Mason E.A., Monchick L. Heat Conductivity of Polyatomic and Polar Gases.

J. Chem. Phys

. 1962, vol. 36, p. 1622.

[9]

Monchick L., Pereira A.N.G., Mason E.A. Heat Conductivity of Polyatomic

and Polar Gases and Gas Mixtures.

J. Chem. Phys

., 1965, vol. 42, p. 3241.

[10] Barantsev R.G.

Vzaimodeystvie razrezhennykh gazov s obtekaemymi

poverkhnostyami

[Interaction of Rarefied Gases with Streamlined Surfaces].

Moscow, Nauka Publ.,1975, 343 p.

[11]

Sandler S.I. Thermal Conductivity of Polyatomic Gases

. Phys. Fluids

., 1968,

vol. ll, p. 2549.

Poddoskin A.B

. graduated from Krupskaya Moscow Regional Pedagogical Institute

(Faculty of Physics) in 1972

.

Dr. Sci. (Phys.-Math.), professor at the Department of Phys-

ics at the Bauman Moscow State Technical University. The author of more than 100 re-

searches in the field of kinetic theory of gas and dynamics of aerosols.

e-mail:

apoddoskin@yandex.ru

.