Physical changes due to a deforming porous media - a finite element solution

This paper discusses a finite element solution to investigate the physical changes due to the deforming porous media. The mathematical model was derived based on Biot's self-consistent theory, which describes a fully compled governing equation system for a multiphase flow in a three dimensional...

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Main Authors: Sukirman, Yahya, Ismail, Raihan, Samsuri, Ariffin
Format: Conference or Workshop Item
Language:en
Published: 2004
Subjects:
Online Access:http://eprints.utm.my/3582/1/SKMBT_60007052215400.pdf
http://eprints.utm.my/3582/
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author Sukirman, Yahya
Ismail, Raihan
Samsuri, Ariffin
author_facet Sukirman, Yahya
Ismail, Raihan
Samsuri, Ariffin
author_sort Sukirman, Yahya
building UTM Library
collection Institutional Repository
content_provider Universiti Teknologi Malaysia
content_source UTM Institutional Repository
continent Asia
country Malaysia
description This paper discusses a finite element solution to investigate the physical changes due to the deforming porous media. The mathematical model was derived based on Biot's self-consistent theory, which describes a fully compled governing equation system for a multiphase flow in a three dimensional reservoir system. It consists of the equilibrium and continuity equations for oil, gas and water-phases. An elastoplastic reservoir rock model based on the Mohr Coulomb yield criteria was used for simulating the deformation behaviour of the reservoir. The compressibility factors are calculated based on the unknowns solved in each time step. Finally, the recent values of porosity and permeability are calculated for various types of reservoir rocks.
format Conference or Workshop Item
id my.utm.eprints-3582
institution Universiti Teknologi Malaysia
language en
publishDate 2004
record_format eprints
spelling my.utm.eprints-35822017-09-06T06:58:41Z http://eprints.utm.my/3582/ Physical changes due to a deforming porous media - a finite element solution Sukirman, Yahya Ismail, Raihan Samsuri, Ariffin TP Chemical technology This paper discusses a finite element solution to investigate the physical changes due to the deforming porous media. The mathematical model was derived based on Biot's self-consistent theory, which describes a fully compled governing equation system for a multiphase flow in a three dimensional reservoir system. It consists of the equilibrium and continuity equations for oil, gas and water-phases. An elastoplastic reservoir rock model based on the Mohr Coulomb yield criteria was used for simulating the deformation behaviour of the reservoir. The compressibility factors are calculated based on the unknowns solved in each time step. Finally, the recent values of porosity and permeability are calculated for various types of reservoir rocks. 2004 Conference or Workshop Item PeerReviewed application/pdf en http://eprints.utm.my/3582/1/SKMBT_60007052215400.pdf Sukirman, Yahya and Ismail, Raihan and Samsuri, Ariffin (2004) Physical changes due to a deforming porous media - a finite element solution. In: Conference.
spellingShingle TP Chemical technology
Sukirman, Yahya
Ismail, Raihan
Samsuri, Ariffin
Physical changes due to a deforming porous media - a finite element solution
title Physical changes due to a deforming porous media - a finite element solution
title_full Physical changes due to a deforming porous media - a finite element solution
title_fullStr Physical changes due to a deforming porous media - a finite element solution
title_full_unstemmed Physical changes due to a deforming porous media - a finite element solution
title_short Physical changes due to a deforming porous media - a finite element solution
title_sort physical changes due to a deforming porous media - a finite element solution
topic TP Chemical technology
url http://eprints.utm.my/3582/1/SKMBT_60007052215400.pdf
http://eprints.utm.my/3582/
url_provider http://eprints.utm.my/