Double Shell As a Directly Solvable Model of aMicro-inhomogeneous Poroelastic Medium

We consider pore pressure and fluid compressibility effects on rock properties in the case of inhomogeneous solid matrix. For this purpose we propose a model amenable to exact analytical. It consists of similar double-layered spherical shells with a fluid inside. We show how could be realized differ...

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Main Authors: Glubokovskikh, S., Gurevich, Boris
Other Authors: EAGE
Format: Conference Paper
Published: EAGE 2014
Online Access:http://hdl.handle.net/20.500.11937/29804
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author Glubokovskikh, S.
Gurevich, Boris
author2 EAGE
author_facet EAGE
Glubokovskikh, S.
Gurevich, Boris
author_sort Glubokovskikh, S.
building Curtin Institutional Repository
collection Online Access
description We consider pore pressure and fluid compressibility effects on rock properties in the case of inhomogeneous solid matrix. For this purpose we propose a model amenable to exact analytical. It consists of similar double-layered spherical shells with a fluid inside. We show how could be realized different values of effective stress coefficient for porosity, give clear interpretation of it. In addition we validate Brown-Korringa approach. Its predictions exactly coincide with the exact solution. At the same time some new theories of poroelasticity gives predictions deviating from the double-shell model results. These theories claim that the porosity perturbation must be incorporated explicitly in the theory of porous media deformation. We give some possible explanation why this conception is not correct.
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institution Curtin University Malaysia
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publishDate 2014
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spelling curtin-20.500.11937-298042017-01-30T13:15:23Z Double Shell As a Directly Solvable Model of aMicro-inhomogeneous Poroelastic Medium Glubokovskikh, S. Gurevich, Boris EAGE We consider pore pressure and fluid compressibility effects on rock properties in the case of inhomogeneous solid matrix. For this purpose we propose a model amenable to exact analytical. It consists of similar double-layered spherical shells with a fluid inside. We show how could be realized different values of effective stress coefficient for porosity, give clear interpretation of it. In addition we validate Brown-Korringa approach. Its predictions exactly coincide with the exact solution. At the same time some new theories of poroelasticity gives predictions deviating from the double-shell model results. These theories claim that the porosity perturbation must be incorporated explicitly in the theory of porous media deformation. We give some possible explanation why this conception is not correct. 2014 Conference Paper http://hdl.handle.net/20.500.11937/29804 EAGE restricted
spellingShingle Glubokovskikh, S.
Gurevich, Boris
Double Shell As a Directly Solvable Model of aMicro-inhomogeneous Poroelastic Medium
title Double Shell As a Directly Solvable Model of aMicro-inhomogeneous Poroelastic Medium
title_full Double Shell As a Directly Solvable Model of aMicro-inhomogeneous Poroelastic Medium
title_fullStr Double Shell As a Directly Solvable Model of aMicro-inhomogeneous Poroelastic Medium
title_full_unstemmed Double Shell As a Directly Solvable Model of aMicro-inhomogeneous Poroelastic Medium
title_short Double Shell As a Directly Solvable Model of aMicro-inhomogeneous Poroelastic Medium
title_sort double shell as a directly solvable model of amicro-inhomogeneous poroelastic medium
url http://hdl.handle.net/20.500.11937/29804