Effect of capillary number and work of adhesion on oil displacement by aqueous solutions of surfactants

Tyumen State University Herald. Physical and Mathematical Modeling. Oil, Gas, Energy


Release:

2019, Vol. 5. №2

Title: 
Effect of capillary number and work of adhesion on oil displacement by aqueous solutions of surfactants


For citation: Kuzina O. A., Semikhina L. P., Shabarov A. B. 2019. “Effect of capillary number and work of adhesion on oil displacement by aqueous solutions of surfactants”. Tyumen State University Herald. Physical and Mathematical Modeling. Oil, Gas, Energy, vol. 5, no 2, pp. 27-42. DOI: 10.21684/2411-7978-2019-5-2-27-42

About the authors:

Olga A. Kuzina, Cand. Sci. (Phys.-Math.), Senior Lecturer, Department of Applied and Technical Physics, Institute of Physics and Technology, University of Tyumen; o.a.kuzina@utmn.ru

Lyudmila P. Semikhina, Dr. Sci. (Phys.-Math.), Professor, Institute of Physics and Technology, University of Tyumen; semihina@mail.ru

Aleksandr B. Shabarov, Dr. Sci. (Tech.), Professor, Honored Scientist of the Russian Federation, Professor of the Department of Applied and Technical Physics, Institute of Physics and Technology, University of Tyumen; a.b.shabarov@utmn.ru; eLibrary AuthorID, ORCID, ResearcherID, ScopusID

Abstract:

This article deals with the physical foundations of the displacement processes and the main parameters characterizing the physicochemical properties of the phase separation surfaces and the patterns of their interaction, such as the work of adhesion, wetting, and interfacial tension. This required the analysis of the published studies on oil displacement with aqueous solutions of surfactants.

The authors have performed a series of experimental studies on oil displacement from the composite core (sandstone) with sample mineralized water (2% NaCl in distilled water) and surfactant solutions under thermobaric conditions: mountain pressure p=25 MPa and temperature t=60°C with filtration rate 1.7 m/day by stationary filtration. This analysis required an interfacial tension at the “oil — water surfactant solution” interface, as well as oil adhesion to a model solid surface (a plate made of quartz glass) in water and water surfactant solutions.

The results show that the oil recovery coefficient depends not only on the capillary number Nc, but also on the adhesion of oil to the surface of rocks W. The authors suggest to evaluate the effect of surfactants on the adhesion of oil to rock with a dimensionless parameter W*=Ww/W, equal to the ratio of specific works adhesion of oil when displaced by water (Ww) and with the use of surfactants (W). The mass transfer during oil displacement with surfactant aqueous solutions is characterized by the equation Kdis=C·(Nc·W*n)m, the empirical coefficients of which are found by the equation of the linear trend line lg(Kdis) from the logarithm of the modified capillary number N*c=Nc·W*n. The reliability of the linear approximation R2 of the experimental data obtained in this work is 0.9999, that is very close to 1. For the reagents and rock considered in the work, the empirical coefficients were the following: С=268.16; m=0.1080, n=0.25.

References:

  1. Abramzon A. A. 1981. Surfactants: Properties and Uses. Leningrad: Khimiya. [In Russian]
  2. Babalyan G. A. 1983. Development of Oil Fields Using Surfactants. Moscow: Nedra. [In Russian]
  3. Baturin Yu. E. 2016. Design and Development of Oil and Gas Oil Fields in Western Siberia. Vol. 2. Surgut: Surgutneftegaz, Neft’ Priob’ya. [In Russian]
  4. Bogdanova Yu. G., Dolzhikova V. D., Summ B. D. 2004. “The influence of the chemical nature of the components on the wetting effect of solutions of mixtures of surfactants”. Vestnik Moskovskogo universiteta. Seriya 2. Khimiya, vol. 45, no 3, pp. 186-194. [In Russian]
  5. GOST R 50097-92. 1992. Surface Active Agents. Determination of Interfacial Tension. Method of Drop Volume. Moscow: Izadatelstvo standartov. [In Russian]
  6. Grigoryev B. V., Vazhenin D. A., Kuzina O. A. 2016. “The effect of SAS concentration in the water solution and temperature on the surface tension”. Tyumen State University Herald. Physical and Mathematical Modeling. Oil, Gas, Energy, vol. 2, no 3, pp. 35-48. DOI: 10.21684/2411-7978-2016-2-3-35-48 [In Russian]
  7. Ivanov M. A. 2017. “Development of empirical models and experimental substantiation of residual oil and water saturations”. MS diss. Tyumen: University of Tyumen. [In Russian]
  8. Isachenko V. P, Osipova V. A., Sukomel A. S. 1975. Heat Transfer. Moscow: Energiya. [In Russian]
  9. Lukanin V. N., Shatrov M. G. et al. 2009. Heat Engineering. Moscow: Vysshaya shkola. [In Russian]
  10. Nigmatulin R. I. 1987. Dynamics of Multiphase Media. Vol. 2. Moscow: Nauka. [In Russian]
  11. OST 39-235-89. 1989. Oil. Method for determination of phase permeability in the laboratory with joint stationary filtration. Moscow: Tipografiya KhOZU Minnefteproma. [In Russian]
  12. Pecherin T. N. 2016. “The effect of the displacing agent on the components of the oil recovery”. Vestnik nedropol’zovatelya Khanty-Mansiyskogo avtonomnogo okruga, no 28. http://www.oilnews.ru/28-28/vliyanie-vytesnyayushhego-agenta-na-sostavlyayushhie-koefficienta-izvlec... [In Russian]
  13. Semikhina L. P., Shtykov S. V., Karelin E. A., Pashnina A. M. 2015. “Effect of temperature on detergency of water solutions of reagents to remove oil from solid surface”. Tyumen State University Herald. Physical and Mathematical Modeling. Oil, Gas, Energy, vol. 1, no 3 (3), pp. 39-51. [In Russian]
  14. Semikhina L. P., Shtykov S. V., Karelin E. A. 2015. “Investigation of the suitability of reagents for chemical methods of waterflooding according to their ability to launder oil films”. Neftegazovoe delo, no 5, pp 236-256. DOI: 10.17122/ogbus-2015-5-236-256 [In Russian]
  15. Stepanov S. V. 2016. “Complex of computational technologies for improving the quality of modeling the development of oil and gas and oil fields”. Dr. Sci. (Tech.) diss. Tyumen: Tyumen Oil Research Center. [In Russian]
  16. Shabarov A. B., Shatalov A. V. 2016. “Pressure drops in water-oil mixture flow in porous channels”. Tyumen State University Herald. Physical and Mathematical Modeling. Oil, Gas, Energy, vol. 2, no 2, pp. 50-72. DOI: 10.21684/2411-7978-2016-2-2-50-72 [In Russian]
  17. Shtykov S. V., Pashnina A. M. 2015. “The influence of the sizes of sulfonol micelles in aqueous solutions on its washing ability”. Proceedings of the International Research Conference “Rezul’taty nauchnykh issledovaniy” (5 October 2015, Yekaterinburg), pp. 23-29. Ufa: Aeterna. [In Russian]
  18. Cao Q., Yu L., Zheng Q. et al. 2008. “Rheological properties of wormlike micelles in sodium oleate solution induced by sodium ion”. Colloids and Surfaces A: Physicochemical and Engineering Aspects, vol. 312, no 1, pp. 32-38. DOI: 10.1016/j.colsurfa.2007.06.024
  19. Larson R. G., Scriven L. E., Davis H. T. 1981. “Percolation theory of two phase flow in porous media”. Chemical Engineering Science, vol. 36, no 1, pp. 57-73. DOI: 10.1016/0009-2509(81)80048-6
  20. Reed R. L., Healy R. N. 1977. “Some physicochemical aspects of microemulsion flooding: a review”. In: Shah D. O., Schechter R. S. (eds.). Improved Oil Recovery by Surfactant and Polymer Flooding, pp. 383-437. New York: Academic Press. DOI: 10.1016/B978-0-12-641750-0.50017-7
  21. Yang J., Qiao W., Li Z., Cheng L. 2005. “Effects of branching in hexadecylbenzene sulfonate isomers on interfacial tension behavior in oil/alkali systems”. Fuel, vol. 84, no 12-13, pp. 1607-1611. DOI: 10.1016/j.fuel.2005.01.014