Geodesic
Generalized low of multiphase through porous media and «coupling» effects during the oil displacement by water
Matematičeskoe modelirovanie, Tome 27 (2015) no. 11, pp. 21-31

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Generalized low of multiphase flow through heterogenic medium is analyzed. It takes into consideration the viscosity interaction between fluids, capillary and gravitational effects. A particular case — two-phase filtration flow as the base of water flooding technology — is considered. The method of determination of the new material functions («coupling» phase permeability) and theirs quantitative contribution into displacement parameters are obtained.
Keywords: multiphase flow, porous media, interaction between fluids, water flooding technology, phase permeability's, «coupling» effects, method of the new material functions determination. 
V. M. Maksimov. Generalized low of multiphase through porous media and «coupling» effects during the oil displacement by water. Matematičeskoe modelirovanie, Tome 27 (2015) no. 11, pp. 21-31. http://geodesic.mathdoc.fr/item/MM_2015_27_11_a1/
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[1] K. S. Basniev, I. N. Kochina, V. M. Maksimov, Podzemnaia gidromekhanika, Nedra, M., 1993, 414 pp. | MR

[2] V. M. Maksimov, Osnovy gidrotermodinamiki plastovykh system, Nedra, M., 1994, 202 pp.

[3] A. V. Kolesnichenko, V. M. Maksimov, “Obobshchennyi zakon filtratsii Darcy kak sledstvie sootnosheniy Stefana–Maksvella dlia geterogennoi sredy”, Keldysh Institute preprints, 1999, 045, 31 pp.

[4] A. V. Kolesnichenko, V. M. Maksimov, “Termodinamika mnogofaznoi termicheski aktivnoi smesi. Zakony filtratsii Darsi i diffuzii”, Keldysh Institute preprints, 1997, 052, 32 pp.

[5] F. Kalaydjian, B. Bourbiaux, D. Cuerillot, “Viscous coupling between fluid phases for two-phase flow in porous media: theory versus experiment”, Proc. 5-th Eur. Symp. on improved oil recovery (Budapest, 1989), 717–728

[6] G. R. Jerauld, S. J. Salter, “The Effect of Pore-Structure on Hysteresis in Relative Permeability and Capillary Pressure: Pore-Level Modeling”, Trans. Porous Media, 1990, no. 5, 103–151 | DOI