Geodesic
On the modeling of oil displacement by water with gel-forming additives
Matematičeskoe modelirovanie, Tome 14 (2002) no. 12, pp. 117-127 
A. I. Nikiforov; S. V. Anokhin. On the modeling of oil displacement by water with gel-forming additives. Matematičeskoe modelirovanie, Tome 14 (2002) no. 12, pp. 117-127. http://geodesic.mathdoc.fr/item/MM_2002_14_12_a10/
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Voir la notice de l'article provenant de la source Math-Net.Ru

Mathematical description of the oil displacement process by gel-forming systems is proposed. Gelation kinetics is destribed by Smoluchowski coagulation theory. The alteration of pore spase structure in reservoir is modeled. By the example of numerical results it is shown how in-situ gelation process in stratified reservoir the increase of the oil recovery factor.

[1] Zubkov P. T., Fedorov K. M., “Mekhanizm formirovaniya vysokovyazkikh barerov v neodnorodnykh neftyanykh plastakh”, Izv. RAN, MZhG, 1994, no. 1, 98–103

[2] Konyukhov V. M., Kosterin A. V., Chekalin A. N., “Obrazovanie i filtratsiya otorochki zagustitelya v sloistykh neodnorodnykh plastakh”, Izv. RAEN, seriya MMMIU, 1:1 (1997), 84–109 | MR | Zbl

[3] Todd B. J., Willhite G. P., Green D. W., “A mathematical model of in-situ gelation of polyacrylamide by a redox process”, SPE RE (February, 1993), 51–58

[4] Gao H. W., Chang M.-M., Burchfield T. E., Tham M. K., “Permeability modification simulator studies of polymer-gel-treatment initiation time and crossflow effects on waterflood oil recovery”, SPE RE (August, 1993), 221–227

[5] Kreig F. F., Razrabotka neftyanykh mestorozhdenii pri zavodnenii, Nedra, M., 1974

[6] Nigmatulin R. I., Dinamika mnogofaznykh sred, Ch. II, Nauka, M., 1987

[7] Nikiforov A.I., Nikanshin D. P., “Perenos chastits dvukhfaznym filtratsionnym potokom”, Matem. modelirovanie, 10:6 (1998), 42–52 | MR

[8] Nikanshin D. P., Nikiforov A. I., “Modelirovanie perenosa chastits razlichnogo razmera dvukhfaznym filtratsionnym potokom”, IFZh, 73:3 (2000), 497–500

[9] Levin V. G., Fiziko-khimicheskaya gidrodinamika, Fizmatgiz, M., 1959

[10] Todes O. M., “K teorii koagulyatsii i ukrupneniya chastits v zolyakh. Kinetika ukrupneniya chastits pri “peregonke” veschestva cherez gomogennuyu fazu”, Zhurn. Fiz. Khimiya, 20:7 (1946), 629–644

[11] Sharma M. M., Yortsos Y. C., “Transport of Particulate Suspensions in Porous Media: Model Formulation”, AIChE Journal, 33:10 (1987), 1636–1643 | DOI

[12] Fletcher K., Chislennye metody na osnove metoda Galerkina, Mir, M., 1988