Local Refinement of the Super Element Model of Oil Reservoir
In this paper, we propose a two-stage method for petroleum reservoir simulation. The method uses two models with different degrees of detailing to describe hydrodynamic processes of different space-time scales. At the first stage, the global dynamics of the energy state of the deposit and reserves i...
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doaj-08b78f9f65934e6ebef1d59523b3a1d92020-11-24T23:43:27ZengGeoresursy Ltd.Georesursy1608-50431608-50782017-12-0119432333010.18599/grs.19.4.4Local Refinement of the Super Element Model of Oil ReservoirA.B. Mazo0K.A. Potashev1Kazan (Volga region) Federal UniversityKazan (Volga region) Federal UniversityIn this paper, we propose a two-stage method for petroleum reservoir simulation. The method uses two models with different degrees of detailing to describe hydrodynamic processes of different space-time scales. At the first stage, the global dynamics of the energy state of the deposit and reserves is modeled (characteristic scale of such changes is km / year). The two-phase flow equations in the model of global dynamics operate with smooth averaged pressure and saturation fields, and they are solved numerically on a large computational grid of super-elements with a characteristic cell size of 200-500 m. The tensor coefficients of the super-element model are calculated using special procedures of upscaling of absolute and relative phase permeabilities. At the second stage, a local refinement of the super-element model is constructed for calculating small-scale processes (with a scale of m / day), which take place, for example, during various geological and technical measures aimed at increasing the oil recovery of a reservoir. Then we solve the two-phase flow problem in the selected area of the measure exposure on a detailed three-dimensional grid, which resolves the geological structure of the reservoir, and with a time step sufficient for describing fast-flowing processes. The initial and boundary conditions of the local problem are formulated on the basis of the super-element solution. This approach allows us to reduce the computational costs in order to solve the problems of designing and monitoring the oil reservoir. To demonstrate the proposed approach, we give an example of the two-stage modeling of the development of a layered reservoir with a local refinement of the model during the isolation of a water-saturated high-permeability interlayer. We show a good compliance between the locally refined solution of the super-element model in the area of measure exposure and the results of numerical modeling of the whole history of reservoir development on a detailed grid.https://geors.ru/archive/article/892/super elements methodnumerical simulationpetroleum reservoirlocal refinementreservoir treatments simulationtwo phase flowdownscaling |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
A.B. Mazo K.A. Potashev |
spellingShingle |
A.B. Mazo K.A. Potashev Local Refinement of the Super Element Model of Oil Reservoir Georesursy super elements method numerical simulation petroleum reservoir local refinement reservoir treatments simulation two phase flow downscaling |
author_facet |
A.B. Mazo K.A. Potashev |
author_sort |
A.B. Mazo |
title |
Local Refinement of the Super Element Model of Oil Reservoir |
title_short |
Local Refinement of the Super Element Model of Oil Reservoir |
title_full |
Local Refinement of the Super Element Model of Oil Reservoir |
title_fullStr |
Local Refinement of the Super Element Model of Oil Reservoir |
title_full_unstemmed |
Local Refinement of the Super Element Model of Oil Reservoir |
title_sort |
local refinement of the super element model of oil reservoir |
publisher |
Georesursy Ltd. |
series |
Georesursy |
issn |
1608-5043 1608-5078 |
publishDate |
2017-12-01 |
description |
In this paper, we propose a two-stage method for petroleum reservoir simulation. The method uses two models with different degrees of detailing to describe hydrodynamic processes of different space-time scales. At the first stage, the global dynamics of the energy state of the deposit and reserves is modeled (characteristic scale of such changes is km / year). The two-phase flow equations in the model of global dynamics operate with smooth averaged pressure and saturation fields, and they are solved numerically on a large computational grid of super-elements with a characteristic cell size of 200-500 m. The tensor coefficients of the super-element model are calculated using special procedures of upscaling of absolute and relative phase permeabilities. At the second stage, a local refinement of the super-element model is constructed for calculating small-scale processes (with a scale of m / day), which take place, for example, during various geological and technical measures aimed at increasing the oil recovery of a reservoir. Then we solve the two-phase flow problem in the selected area of the measure exposure on a detailed three-dimensional grid, which resolves the geological structure of the reservoir, and with a time step sufficient for describing fast-flowing processes. The initial and boundary conditions of the local problem are formulated on the basis of the super-element solution. This approach allows us to reduce the computational costs in order to solve the problems of designing and monitoring the oil reservoir. To demonstrate the proposed approach, we give an example of the two-stage modeling of the development of a layered reservoir with a local refinement of the model during the isolation of a water-saturated high-permeability interlayer. We show a good compliance between the locally refined solution of the super-element model in the area of measure exposure and the results of numerical modeling of the whole history of reservoir development on a detailed grid. |
topic |
super elements method numerical simulation petroleum reservoir local refinement reservoir treatments simulation two phase flow downscaling |
url |
https://geors.ru/archive/article/892/ |
work_keys_str_mv |
AT abmazo localrefinementofthesuperelementmodelofoilreservoir AT kapotashev localrefinementofthesuperelementmodelofoilreservoir |
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1725501564722872320 |