Construction of divergent forms of conservation equations for diatomic gas based on the model kinetic equation

Kostromin, I.; Rykov, V.

doi:10.31857/S004446690002532-6

Home

Zhurnal vychislitelnoi matematiki i matematicheskoi fiziki

Issue 9

Construction of divergent forms of conservation equations for diatomic gas based on the model kinetic equation

Annotation
Reviews
References

Construction of divergent forms of conservation equations for diatomic gas based on the model kinetic equation

PII

S004446690002532-6-1

DOI

10.31857/S004446690002532-6

Publication type

Article

Status

Published

Authors

I. Kostromin

Affiliation: MIPT
Address: Russian Federation, 141700 Dolgoprudny, M. r., Institute lane. 9

V. Rykov

Affiliation: Computing center of RAS them. A. A. Dorodnicyn
Address: Russian Federation 119333 Moscow, 40 Vavilov Street

Journal name

Zhurnal vychislitelnoi matematiki i matematicheskoi fiziki

Edition

Pages

1543-1552

Abstract

Keywords

Acknowledgment

The work of V. A. Rykov executed at financial support RFBR (project code 16-01-00489).

Publication date

18.02.2019

Cite Download pdf To download PDF you should sign in

GOST	Kostromin I., Rykov V. Construction of divergent forms of conservation equations for diatomic gas based on the model kinetic equation // Zhurnal vychislitelnoi matematiki i matematicheskoi fiziki – 2018. – V. 58. – Issue 9 C. 1543-1552 [Electronic resource]. URL: http://ras.jes.su/zvmmf/s207987840001707-6-1-en (circulation date: 26.04.2024). DOI: 10.31857/S004446690002532-6
MLA	Kostromin, I., Rykov, V. "Construction of divergent forms of conservation equations for diatomic gas based on the model kinetic equation." Zhurnal vychislitelnoi matematiki i matematicheskoi fiziki 58.9 (2018):1543-1552. DOI: 10.31857/S004446690002532-6
APA	Kostromin I., Rykov V. (2018). Construction of divergent forms of conservation equations for diatomic gas based on the model kinetic equation. Zhurnal vychislitelnoi matematiki i matematicheskoi fiziki 58(9), pp.1543-1552 DOI: 10.31857/S004446690002532-6

Размещенный ниже текст является ознакомительной версией и может не соответствовать печатной

Readers community rating: votes 0

1. Rykov V.A. Model'noe kineticheskoe uravnenie dlya gaza s vraschatel'nymi stepenyami svobody // Izv. AN SSSR. Mekhanika zhidkosti i gaza. 1975. № 6. S. 107–115.

2. Rykov V.A. Makroskopicheskie zakony sokhraneniya v kineticheskoj teorii odnoatomnogo gaza i ikh sledstviya // Zh. vychisl. matem. i matem. fiziki. 1985. T. 25. № 12. S. 1902–1906.

3. Vladimirov V.S., Volovich I.V. Lokal'nye i nelokal'nye toki dlya nelinejnykh uravnenij // Teor. i matem. fiz. 1985. T. 62. № 1. S. 3–29.

4. Ibragimov N.Kh. Gruppy preobrazovanij v matematicheskoj fizike. M.: Nauka, 1983.

5. Fertsiger Dzh., Kaper G. Matematicheskaya teoriya protsessov perenosa v gazakh. M. Mir, 1976.

6. Terent'ev E.D., Shmyglevskij Yu.D. Polnaya sistema divergentnykh uravnenij dinamiki sovershennogo gaza // Zh. vychisl. matem. i matem. fiziki. 1975. T. 15. № 6. S. 1535–1544.

7. Rykov V.A. Postroenie polnogo nabora divergentnykh form uravnenij sokhraneniya na osnove uravneniya Bol'tsmana // Zh. vychisl. matem. i matem. fiziki. 1989. T. 29. № 12. S. 251–262.

8. Lobser D.S., Barentine A.E.S., Cornell E.A., Lewandowski H.J. Observation of a persistent non-equilibrium state in cold atoms // Nature physics. 2015. V. 11. P. 1009–1012 doi:10.1038/nphys3491