2017
DOI: 10.1063/1.4999999
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Numerical simulation of counter-current spontaneous imbibition in water-wet fractured porous media: Influences of water injection velocity, fracture aperture, and grains geometry

Abstract: Counter-current spontaneous imbibition (SI), in which water and oil flow through the same face in opposite directions, is known as one of the most significant oil recovery mechanisms in naturally fractured reservoirs; however, this mechanism has not received much attention. Understanding the dynamic of water-oil displacement during counter-current SI is very challenging because of simultaneous impacts of multiple factors including geometry complexity and heterogeneity of naturally fractured reservoir materials… Show more

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Cited by 51 publications
(14 citation statements)
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“…At the solid surfaces, no-slip boundary condition is imposed by using the half-way bounceback scheme 53 and the desired contact angle is achieved by using the wetting boundary condition proposed by Xu et al 24 , which modifies the direction of the colour gradient ∇ρ N at the boundary to match the specified contact angle θ . These boundary conditions are to maintain a counter-current imbibition environment in which the oil in the matrix can only flow into the fracture that supplies water, which have been widely adopted in the previous numerical and experimental studies of counter-current imbibition 4,9,23,54 . Among various factors that influence the capillary imbibition, surface wettability is of vital importance for both imbibition rate and ultimate oil recovery, and its effect has been thoroughly investigated by Rokhforouz and Amiri 4 .…”
Section: Resultsmentioning
confidence: 99%
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“…At the solid surfaces, no-slip boundary condition is imposed by using the half-way bounceback scheme 53 and the desired contact angle is achieved by using the wetting boundary condition proposed by Xu et al 24 , which modifies the direction of the colour gradient ∇ρ N at the boundary to match the specified contact angle θ . These boundary conditions are to maintain a counter-current imbibition environment in which the oil in the matrix can only flow into the fracture that supplies water, which have been widely adopted in the previous numerical and experimental studies of counter-current imbibition 4,9,23,54 . Among various factors that influence the capillary imbibition, surface wettability is of vital importance for both imbibition rate and ultimate oil recovery, and its effect has been thoroughly investigated by Rokhforouz and Amiri 4 .…”
Section: Resultsmentioning
confidence: 99%
“…The counter-current imbibition occurs more often although it is less effective in terms of oil recovery. The spontaneous imbibition is known to be affected by many factors including the wettability 4 , the porosity, permeability and heterogeneity of the matrix [5][6][7][8][9][10][11] , the viscosity ratio of the wetting to non-wetting fluids 12,13 and their interfacial tension 14,15 , as well as initial saturation and boundary conditions 10,14,16 , etc. The spontaneous imbibition in conventional porous media has been extensively studied [17][18][19][20] due to its wide existence in various disciplines such as oil recovery, polymer composite manufacturing, soil science and subsurface hydrology.…”
Section: Introductionmentioning
confidence: 99%
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“…Fluid flow and storage in naturally fractured reservoirs are largely influenced by the geometry, complexity and heterogeneity of the reservoir, e.g., large permeability difference between the rock matrix and fracture, wettability, and porosity, fracture aperture, and grain shape, permeability pathways and/or impermeable barriers formed by the fracture network and their interaction with the host rock matrix (Rezaveisi et al, 2012;Leu et al, 2016;Jafari et al, 2017). The complex multiphase fluid flow behaviour of fractured reservoirs has traditionally proved difficult to predict, resulting in high degree of uncertainty in their characterization and economic development.…”
Section: Fractured Reservoirsmentioning
confidence: 99%
“…Several simulation methods can be used to investigate the multiphase flow dynamics in complex porous structures, such as computational fluid dynamics modeling (Jafari et al, 2017), pore network modeling (Qin et al, 2021;Valvatne & Blunt, 2004;Xie et al, 2017), and lattice Boltzmann method (LBM) (Ju et al, 2020;Li et al, 2016;H. Wang et al, 2019;Xie, Lv, & Wang, 2018).…”
mentioning
confidence: 99%