The numerical realization of the non-stationary problem  for the equation of the heat and mass transfer

V. Kostin; S. Chekhov; V, Firsov

doi:10.12737/15967

THE NUMERICAL REALIZATION OF THE NON-STATIONARY PROBLEM FOR THE EQUATION OF THE HEAT AND MASS TRANSFER The numerical realization of the non-stationary problem for the equation of the heat and mass transfer

АА Аа

Published in Actual directions of scientific researches of the XXI century: theory and practice · Volume 3, Issue 5, p. 2 · Pages 48–51 · Rubric: Sekciya: «Kachestvennaya teoriya dinamicheskih sistem»

DOI: https://doi.org/10.12737/15967

Received: 24.11.2015 Accepted: 24.11.2015 Published: 24.11.2015 Language of publication: RUS

Authors

V. Kostin

S. Chekhov

V, Firsov

V. Kostin

S. Chekhov

V, Firsov

ABSTRACT

The article presents the results of the analysis and the numerical realization of the mathematical model of the pressure change of the viscous compressible fluid which is moving in the porous fluid - conducting line.

KEYWORDS

numerical solution, filtering problem, correct problems, semigroup of transformations.

Text

УДК: 517.9

Численная реализация одной нестационарной задачи для уравнения тепломассопереноса

THE NUMERICAL REALIZATION OF THE NON-STATIONARY PROBLEM FOR THE EQUATION OF THE HEAT AND MASS TRANSFER

Чехов С.А., Костин В.А., Фирсов В.Г.

ФБГОУ ВПО «ВГУ», г. Воронеж, Россия

chekhovsergey@rambler.ru

DOI: 10.12737/15967

Аннотация: В статье приведены результаты анализа и численной реализации математической модели изменения давления вязкой сжимаемой жидкости, движущейся в пористой жидкость-проводящей магистрали.

Summary: The article presents the results of the analysis and the numerical realization of the mathematical model of the pressure change of the viscous compressible fluid which is moving in the porous fluid - conducting line.

Ключевые слова: численное решение, задача фильтрации, корректные задачи, полугруппа преобразований.

Keywords: numerical solution, filtering problem, correct problems, semigroup of transformations.

Предполагается, что управление течением жидкости осуществляется вычислительной машиной, оснащённой системой датчиков и специальных исполнительных механизмов. Измерение параметров давления жидкости и использование этих данных является содержанием одной из подсистем программного обеспечения в составе устройства автоматического управления течением вязкой жидкости.

1. Golubev V.S. Uravnenie dvizheniya zhidkosti v poristoy srede s zastoynymi zonami. DAN SSSR, T.238, №6, 1978, C. 1318-1320.

2. Nebol´sina M.N. Ob odnoy zadache fil´tratsii v poristoy srede / M.N. Nebol´sina, S.Kh.M. Al´ Kkhazradzhi. Vestnik Voronezhskogo gosudarstvennogo universiteta. Ser. Fizika. Matematika. - Voronezh, 2014. - № 3. - S. 129-135.

This work is licensed under Creative Commons Attribution 4.0 International

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Responsible secretary

Igor Shanin

kingoao@mail.ru

This work is licensed under Creative Commons Attribution 4.0 International Creative Commons

GOST

Kostin V., Chekhov S., Firsov V. The numerical realization of the non-stationary problem for the equation of the heat and mass transfer // Actual directions of scientific researches of the XXI century: theory and practice. 2015. no. 5. pp. 48-51. DOI: https://doi.org/10.12737/15967. (Date of access 22.10.2026).

MLA

V. Kostin, Chekhov S., Firsov V.. "The numerical realization of the non-stationary problem for the equation of the heat and mass transfer." Actual directions of scientific researches of the XXI century: theory and practice 3.5 (2015): 48-51. DOI: https://doi.org/10.12737/15967.

APA

Kostin V., Chekhov S., Firsov V. (2015). The numerical realization of the non-stationary problem for the equation of the heat and mass transfer. Actual directions of scientific researches of the XXI century: theory and practice, 3(5), 48-51. https://doi.org/10.12737/15967

Chicago

V. Kostin, Chekhov S., Firsov V.. "The numerical realization of the non-stationary problem for the equation of the heat and mass transfer." Actual directions of scientific researches of the XXI century: theory and practice 3, no. 5 (2015): 48-51. https://doi.org/10.12737/15967.

WIKI

{{cite journal | author = Kostin V., Chekhov S., Firsov V. | title = The numerical realization of the non-stationary problem for the equation of the heat and mass transfer | journal = Actual directions of scientific researches of the XXI century: theory and practice | year = 2015 | volume = 3 | issue = 5 | pages = 48-51 | doi = 10.12737/15967 }}

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THE NUMERICAL REALIZATION OF THE NON-STATIONARY PROBLEM FOR THE EQUATION OF THE HEAT AND MASS TRANSFER The numerical realization of the non-stationary problem for the equation of the heat and mass transfer

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