Network Modeling of EOR Processes: A Combined Invasion Percolation and Dynamic Model for Mobilization of Trapped Oil

被引:0
作者
S. F. Bolandtaba
A. Skauge
机构
[1] Center for Integrated Petroleum Research (CIPR),
来源
Transport in Porous Media | 2011年 / 89卷
关键词
Network model; Trapped oil mobilization; EOR processes; Linked polymer solution; Colloidal dispersion gel;
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中图分类号
学科分类号
摘要
A novel concept for modeling pore-scale phenomena included in several enhanced oil recovery (EOR) methods is presented. The approach combines a quasi-static invasion percolation model with a single-phase dynamic transport model in order to integrate mechanistic chemical oil mobilization methods. A framework is proposed that incorporates mobilization of capillary trapped oil. We show how double displacement of reservoir fluids can contribute to mobilize oil that are capillary trapped after waterflooding. In particular, we elaborate how the physics of colloidal dispersion gels (CDG) or linked polymer solutions (LPS) is implemented. The linked polymer solutions consist of low concentration partially hydrolyzed polyacrylamide polymer crosslinked with aluminum citrate. Laboratory core floods have shown demonstrated increased oil recovery by injection of linked polymer solution systems. LPS consist of roughly spherical particles with sizes in the nanometer range (50–150 nm). The LPS process involve mechanisms such as change in rheological properties effect, adsorption and entrapment processes that can lead to a microscopic diversion and mobilization of waterflood trapped oil. The purpose is to model the physical processes occurring on pore scale during injection of linked polymer solutions. A sensitivity study has also been performed on trapped oil saturation with respect to wettability status to analyze the efficiency of LPS on different wettability conditions. The network modeling results suggest that weakly wet reservoirs are more suitable candidates for performing linked polymer solution injection.
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页码:357 / 382
页数:25
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共 86 条
  • [11] Jackson M.D.(1986)Network models for two-phase flow in porous media. Part 2. Motion of oil ganglia J. Fluid Mech. 164 337-36
  • [12] Piri M.(1999)Pore-scale modeling of wettability effects and their influence on oil recovery SPE Reserv. Eval. Eng. 2 25-159
  • [13] Valvatne P.H.(1956)The network model of porous media. I. Capillary pressure characteristics Trans. AIME 207 144-163
  • [14] Broadbent S.R.(1956)The network model of porous media. II. Dynamic properties of a single size tube network Trans. AIME 207 160-181
  • [15] Hammersley J.M.(1956)The network model of porous media. III. Dynamic properties of networks with tube radius distribution Trans. AIME 207 164-97
  • [16] Chang H.L.(1998)Network modeling of three-phase flow in porous media SPE J. 3 86-6441
  • [17] Sui X.(1993)Lattice Boltzmann studies of immiscible two-phase flow through porous media J. Geophys. Res. 98 6431-132
  • [18] Xiao L.(1992)Percolation theory of two-phase relative permeability SPE Reserv. Eng. 7 123-332
  • [19] Guo Z.(2007)Network modeling of residual oil displacement after polymer flooding J. Pet. Sci. Eng. 59 321-36
  • [20] Yao Y.(2001)Pore-scale modeling of multiphase flow in fractures and matrix/fracture transfer SPE J. 6 26-151