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摘要:
To investigate the two-phase seepage-stress coupling process in fractured porous medium, this study extends the cohesive element-based numerical manifold method (Co-NMM) by incorporating a two-phase seepage-stress coupling model considering the effect of matrix-fracture interface on the two-phase flow and fracture propagation induced by the two-phase seepage pressure. The proposed two-phase flow solving framework implicitly calculates the fluid pressure and saturation of the two-phase flow based on a two-phase unified pipe network method. Furthermore, to more realistically model the hydraulic behaviour of two-phase flow in fractured porous medium, a matrix-fracture interface condition called the extended capillary pressure condition is incorporated into the two-phase flow solving framework to capture the interactions among fluid flow in the fractures and matrix. Due to the inheritance of the Co-NMM, one key advantage of the extended method is the simulation of complex multi-fracture propagation caused by the two-phase seepage-stress coupling. The two-phase flow solving framework is first validated by reproducing the water displacing oil in a single fracture and the gas displacing water in a single-fractured porous medium against analytical and numerical solutions, respectively. The two-phase seepage-stress coupling procedure is then verified by performing a one-dimensional consolidation problem of soil column, in which comparisons between the numerical and analytical results regarding the pore pressure and compression displacement are presented. Finally, with the extended method, CO2-enhanced oil recovery in fractured reservoir is preliminarily studied by considering the effect of gas injection rate and capillary pressure on the evolution of two-phase flow and fracture propagation. The results elucidate that high CO2 injection rate can lead to fracture propagation in the reservoir, and both capillary pressure and fractures have a significant effect on the CO2 distribution. (C)& nbsp;2021 Elsevier B.V. All rights reserved.
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来源 :
COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING
ISSN: 0045-7825
年份: 2022
卷: 391
7 . 2
JCR@2022
7 . 2 0 0
JCR@2022
ESI学科: COMPUTER SCIENCE;
ESI高被引阀值:46
JCR分区:1
中科院分区:1
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