Analysis of cyclic flooding of layered oil reservoirs
https://doi.org/10.31660/0445-0108-2026-4-117-131
EDN: REZVZY
Abstract
Western Siberia is an important oil-producing region of the Russian Federation, with current oil reserves estimated at approximately 4.88 billion tons. In recent years, annual oil production has declined due to a deteriorating resource base and increasing water cut. Water now accounts for about 90% of the total fluid produced from oil wells. In this regard, it is important to develop and evaluate new enhanced oil recovery methods. This article examines cyclic waterflooding as an enhanced oil recovery method for layered oil reservoirs. The author develops a synthetic two-dimensional, two-phase model of a multilayer reservoir with low-permeability barriers between the layers. This work aims to determine how cyclic water injection impacts the distribution of oil saturation in multilayer reservoirs. The author calculates the incremental oil production, ΔQ, for different numbers and arrangements of layers with different permeability. The researcher then compares several development scenarios using numerical simulation. The results show that cyclic waterflooding can provide substantially different incremental oil production depending on the arrangement of highand low-permeability layers. These results can help identify reservoir intervals with the greatest potential for incremental oil production and support the design of cyclic waterflooding programs. The article identifies three reservoir types based on layer arrangement. The first type has low-permeability layers above high-permeability layers. The second type has high-permeability layers above low-permeability layers. The third type consists of interlayered highand low-permeability units. Increasing the degree of layering, denoted as Kr, reduces the efficiency of cyclic waterflooding in the first and second types. For the third type, cyclic waterflooding becomes more effective when the low-permeability layers form a continuous unit. Mixing layers with different permeability tends to decrease the incremental oil production from cyclic waterflooding. The highest efficiency occurs at Kr=2.
About the Author
I. G. TeleginRussian Federation
Igor G. Telegin, Candidate of Physics and Mathematics Sciences, Associate Professor at the Department of Development and Exploitation of Oil and Gas Fields
Tyumen
References
1. Muskat M., Meres M. The flow of heterogeneous fluids. Physics.1936;7(9): 346–363.
2. Lenhard R. J., Oostrom M. A. A Parametric Model for Predicting Relative Permeability-Saturation-Capillary Pressure Relationships of Oil-Water Systems in Porous Media with Mixed Wettability. Transport in Porous Media. 1998;(31):109–131.
3. Leverett M. Capillary behavior in porous solids. Transactions of the AIME. 1941;142(01):152–169.
4. Khimiya i khimicheskaya tekhnologiya. Spravochnik khimika. (In Russ.). URL: https://www.chem21.info/page/142099166237216052154184149037175236013009003133/
5. Surguchev M. L. Ob uvelichenii nefteotdachi neodnorodnykh plastov. Trudy VNII. 1959;(19):102–110. (In Russ.).
6. Bokserman A. A., Gubanov A. I., Zheltov Yu. P., Kocheshkov A. A., Ogandzhanyants V. G., Surguchev M. L. Method of developing oil fields. Copyright certificate No. 193402 A1. 28 June 1967. (In Russ.).
7. Vladimirov I. V. Non-stationary oil production technologies (stages of development, current state and prospects). Moscow: VNIIOENG; 2004. (In Russ.).
8. Vaganov L. A., Telgin I. G. Analysis of jurassic deposits non-stationary waterflooding efficiency. Oil and gas studies. 2011;6(90):62–68. (In Russ.).
9. Alexandrov V. M., Telegin I. G. Modeling of Cyclic Flooding of Oil Deposits Using the tNavigator Simulator. Tyumen: Industrial University of Tyumen; 2024. (In Russ.).
10. Bokserman A. A., Shalimov B. V. On the cyclic effect on formations with double porosity during oil displacement by water. Proceedings of the USSR Academy of Sciences. Fluid Dynamics. URL: https://mzg.ipmnet.ru/files/1967/1967-2/mzg1967_n2_p168-174.pdf. (In Russ.).
11. Bokserman A. A., Muzafarov K. E., Oganjanyants V. G. The effect of oil viscosity on the effectiveness of cyclic stimulation of heterogeneous reservoirs. In: Scientific and Technical Reports (STR) of the Dnieper Department of the All-Union Research Institute. Moscow: Nedra; 1968;(33). (In Russ.).
12. Bokserman A. A., Muzafarov K. E., Oganjanyants V. G. Study of the saturation distribution under cyclic stimulation of the reservoir. In: Scientific and Technical Reports (STR) of the Dnieper Branch of the All-Union Research Institute. Moscow: Nedra; 1968;(39). (In Russ.).
13. Owens W.W., Archer D. L. Water Flood pressure-pulsing for fractured Reservoirs. Journal of Petroleum Technology. 1966;18(6):745–752.
14. Felsenthal M., Ferrell H. H. Oil Recovery from Fracture Blocks by Cyclic Injection. Journal of Petroleum Technology. 1969; 21(2):141–142.
15. Raza S. H. Water and Gas Cyclic Pulsing Method for Improved Oil Recovery. Journal of Petroleum Technology. 1971; 23(12):1467–1474.
16. Aziz K., Settari A. Petroleum reservoir simulation. 1979. Applied Science Publishers, 476.
17. tNavigator 18.2 simulyator: spravochnoe rukovodstvo. (2018). Mosсow, RFD; 2018. (In Russ.).
18. Alexandrov V. M., Telegin I. G. Modeling of Cyclic Flooding of Oil Deposits Using the tNavigator Simulator. Tyumen: Industrial University of Tyumen; 2024. (In Russ.).
19. Kazemi H., Gilman J., Elsharkawy A. M. Analytical and numerical solution of oil recovery from fractured reservoirs with empirical transfer functions. SPE reservoir engineering. 1992;7(02):219–227.
Review
For citations:
Telegin I.G. Analysis of cyclic flooding of layered oil reservoirs. Oil and Gas Studies. 2026;(4):117-131. (In Russ.) https://doi.org/10.31660/0445-0108-2026-4-117-131. EDN: REZVZY
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