Abstract
This paper presents a precise description of the fluid distribution and pore-scale displacement mechanisms for three-phase flow under strongly wetting conditions when the displacing fluid is a nonwetting phase. It is shown that on the pore-scale the fluids may adopt one of three basic configurations depending on the values of the three interfacial tensions and the wetting preference of the solid. The nature of the three-phase displacement mechanisms is determined by the pore-scale fluid distribution. The displacing phase may advance by two basic mechanisms; a double drainage mechanism involving all three phases — a three-phase displacement — or, a direct drainage mechanism — a two-phase displacement. The three-phase displacement mechanism is described by a simple generalisation of two-phase flow mechanisms. The basic displacement mechanisms are incorporated into a numerical percolation-type network model which is used to compute phase recoveries for three-phase displacements. Computed recoveries are shown to be in good agreement with those determined experimentally. The model may therefore provide a basis for modelling three-phase flows in actual porous media.
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References
Bacri, J. C., Leygnac, C., and Salin, D.: 1983, Evidence of capillary hyperdiffusion in two-phase fluid flows, J. Phys. Lett. 46, L467–472.
Billiotte, J. A., De Moegen, H., and Oren, P. E.: 1993, Experimental micromodeling and numerical simulation of gas/water injection/withdrawal cycles as applied to underground gas storage, SPE Adv. Tech. Ser. 1 (1), 133–139.
Blunt, M., King, M. J., and Scher, H.: 1992, Simulation and theory of two-phase flow in porous media, Phys. Rev. A 46 (12), 7680–7699.
Blunt, M. and King, P.: 1991, Relative permeabilities from two-and three-dimensional pore-scale network modelling, Transport in Porous Media 6, 407–433.
del Cerro, M. C. G. and Jameson, G. J.: 1978, in J. F. Padday (ed) Wetting, Spreading and Adhesion, Academic Press, New York, pp. 61–82.
Chatzis, I. and Dullien, F. A. L.: 1983, Dynamic immiscible displacement mechanisms in pore doublets, J. Coll. Interf. Sci. 91, 199–222.
Diaz, C. E., Chatzis, I. and Dullien, F. A. L.: 1987, Simulation of capillary pressure curves using bond correlated site percolation on a simple cubic network, Transport in Porous Media 2, 215–240.
Dullien, F. A. L., Francis, S., Lai, Y., and Macdonald, I. F.: 1986, Hydraulic continuity of residual wetting phase in porous media, J. Coll. Interf. Sci. 109 (1), 201–218.
Dullien, E. A. L.: 1991, Characterization of porous media–Pore level, Transport in Porous Media 6, 581–606.
Dullien, E. A. L.: 1979, Porous Media Fluid Transport and Pore Structure, Academic Press, New York.
Ioannides, M. A., and Chatzis, I.: 1993, Network modelling of pore structure and transport properties of porous media, Chem. Eng. Sci. 48, 951–972.
Kalaydjian, F.: 1992, Performance and analysis of three-phase capillary pressure curves for drainage and imbibition in porous media, paperSPE24878, 67th Ann. Tech. Conf. Exhib. SPE, Washington, DC, Oct. 4–7, 1992.
Lenormand, R., Zarcone, C., and Sarr, A.: 1983, Mechanism of the displacement of one fluid by another in a network of capillary ducts, J. Fluid Mech. 135, 337–353.
Leverett, M. C.: Capillary behaviour in porous solids, Trans. AIME Petrol. Eng. Div. 142, 152–169.
Li, D. and Neumann, A. W.: 1992, Equation of state for interfacial tensions of solid-liquid systems, Adv. Colloid Int. Sci. 39, 299–345.
Mohanty, K. K. and Salter, S. J.: 1982, Multiphase flow in porous media–II. Pore level modelling, paper SPE 11018, 57th SPE Tech. Conf, New Orleans, Sep. 26–29, 1982.
Øren, P. E. and Pinczewski, W. V.: 1991, The effect of film flow on the mobilization of waterflood residual oil by gas flooding, Proc. 6th Eur. IOR-Symp., Stavanger, Norway, May 21–23, 1991, Vol. 1. 705–716.
Øren, P. E., Billiotte, J. and Pinczewski, W. V.: 1992, Mobilization of waterflood residual oil by gas injection for water-wet conditions, SPE Formation Evaluation 7 (1), 70–78.
Øren, P. E. and Pinczewski, W. V.: 1994, Effect of wettability and spreading on the recovery of waterflood residual oil by immiscible gas flooding, SPE Formation Evaluation 9 (2), 149–156.
Øren, P. E., Billiotte, J. and Pinczewski W. V.: 1994, Pore-scale network modelling of waterflood residual oil recovery by immiscible gas flooding, paper SPE/DOE 27814, 9th Symp. IOR, Tulsa, OK, April 17–20, 1994.
Parker, J. C. and Lenhard, R. J.: 1990, Determining three-phase permeability-saturation-pressure relations from two-phase system measurements, J. Petrol. Sci. Eng. 4, 57–65.
Pujado, P. R. and Scriven, L. E.: 1972, Sessile lenticular configurations: transactionally and rotationally symmetric lenses, J. Coll. Interf. Sci. 40 (1), 82–98.
Stone, H. L.: 1970, Probability model for estimating three-phase relative permeability, J. Petrol. Technol. 22, 214–218.
Stone, H. L.: 1973, Estimation of three-phase relative permeability and residual oil data, J. Canad. Petrol. Technol. 12 (4), 53–61.
Wallace, J. A. and Schurch, S.: 1988, Line tension of a sessile drop on a fluid-fluid interface modified by a phospholipid monolayer. J. Coll. Interf Sci. 124, 452–461.
Wilkinson, D. and Willemsen, J. F.: 1983, Invasion percolation: a new form of percolation theory, J. Phys. A 16, 3365–3376.
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© 1995 Springer Science+Business Media Dordrecht
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Øren, P.E., Pinczewski, W.V. (1995). Fluid Distribution and Pore-Scale Displacement Mechanisms in Drainage Dominated Three-Phase Flow. In: Adler, P.M. (eds) Multiphase Flow in Porous Media. Springer, Dordrecht. https://doi.org/10.1007/978-94-017-2372-5_5
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DOI: https://doi.org/10.1007/978-94-017-2372-5_5
Publisher Name: Springer, Dordrecht
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