The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure

The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure

The form of the equation of motion of porous media in terms of velocities, stresses and pressure as symmetric t-hyperbolic (in the sense of Friedrichs) system has been obtained.

Bibliographic Details
Main Authors: Berdyshev Abdumauvlen, Imomnazarov Kholmatzhon, Tang Jian-Gang, Tuychieva Sayora
Format: Article
Language:English
Published: De Gruyter 2016-11-01
Series:Open Engineering
Subjects:
porous media
conservation law
hyperbolic system
nonlinear Darcy law
porosity
Online Access:http://www.degruyter.com/view/j/eng.2016.6.issue-1/eng-2016-0043/eng-2016-0043.xml?format=INT
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spelling doaj-f4e18fb55e8e420284be95fbc81b24342020-11-24T21:41:43ZengDe GruyterOpen Engineering2391-54392016-11-016110.1515/eng-2016-0043eng-2016-0043The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressureBerdyshev Abdumauvlen0Imomnazarov Kholmatzhon1Tang Jian-Gang2Tuychieva Sayora3Abay Kazakh National Pedagogical University, Almaty, KazakhstanInstitute of Computational Mathematics and Mathematical Geophysics of SB RASYiLi Normal University 448 Jiefang Road, Yinning Xinjiang, P.R. of ChinaTashkent Institute of Railway Transport Engineers, 100167, Tashkent, Adilkhodjaev st., 1The form of the equation of motion of porous media in terms of velocities, stresses and pressure as symmetric t-hyperbolic (in the sense of Friedrichs) system has been obtained.http://www.degruyter.com/view/j/eng.2016.6.issue-1/eng-2016-0043/eng-2016-0043.xml?format=INTporous mediaconservation lawhyperbolic systemnonlinear Darcy lawporosity
collection DOAJ
language English
format Article
sources DOAJ
author Berdyshev Abdumauvlen
Imomnazarov Kholmatzhon
Tang Jian-Gang
Tuychieva Sayora
spellingShingle Berdyshev Abdumauvlen
Imomnazarov Kholmatzhon
Tang Jian-Gang
Tuychieva Sayora
The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure
Open Engineering
porous media
conservation law
hyperbolic system
nonlinear Darcy law
porosity
author_facet Berdyshev Abdumauvlen
Imomnazarov Kholmatzhon
Tang Jian-Gang
Tuychieva Sayora
author_sort Berdyshev Abdumauvlen
title The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure
title_short The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure
title_full The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure
title_fullStr The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure
title_full_unstemmed The symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure
title_sort symmetric form of poroelasticity dynamic equations in terms of velocities, stresses and pressure
publisher De Gruyter
series Open Engineering
issn 2391-5439
publishDate 2016-11-01
description The form of the equation of motion of porous media in terms of velocities, stresses and pressure as symmetric t-hyperbolic (in the sense of Friedrichs) system has been obtained.
topic porous media
conservation law
hyperbolic system
nonlinear Darcy law
porosity
url http://www.degruyter.com/view/j/eng.2016.6.issue-1/eng-2016-0043/eng-2016-0043.xml?format=INT
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AT tangjiangang thesymmetricformofporoelasticitydynamicequationsintermsofvelocitiesstressesandpressure
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