Abstract

The oil displacement in a layered inhomogeneous reservoir using two types of physical-chemical technologies (polymer flooding and hydrogel flooding) is the subject of this research. In the first case the aqueous polymer solution of the desired concentration is injected into the porous reservoir creating the high-viscous moving fields. Unlike this technology, the hydrogel flooding is characterized by creation and evolution of the moving hydrogel field directly in porous medium in result of chemical reaction between the water solutions of two gel-forming components which one after another are injected into the oil reservoir with given time interruption. The first component is sorbed more intensively and moves slower than the second one, so when it gradually overtakes the first solution, they begin chemically react with creation of hydrogel. Special numerical methods, algorithms and computer software are developed to solve these systems of nonlinear equations, study and compare an efficiency of the oil field development at the different type of waterflooding. It is shown that creations of the moving polymer or hydrogel fields significantly increases the uniformity of oil displacement in all layers of reservoir and improve their basic exploitation parameters due to the cross-flows between layers and creation of the moving structures in the velocity field of two-phase flow. In doing so, hydrogel technology may be much more effectiveness in comparison with polymer flooding.

Highlights

  • The oil displacement in a layered inhomogeneous reservoir using two types of physical-chemical technologies is the subject of this research

  • The hydrogel flooding is characterized by creation and evolution of the moving hydrogel field directly in porous medium in result of chemical reaction between the water solutions of two gel-forming components which one after another are injected into the oil reservoir with given time interruption

  • Algorithms and computer software are developed to solve these systems of nonlinear equations, study and compare an efficiency of the oil field development at the different type of waterflooding

Read more

Summary

Mathematical theory

Development of reservoirs with complex structure by usual waterflooding is characterized by a low oil recovery due to uneven water-oil displacement of low-permeable areas of the porous medium. The creation of controlled moving areas of the thickening agent within the inhomogeneous reservoirs can significantly intensify their development [1,2,3,4,5,6] These technologies are preferential for increasing oil extraction efficiency. The mixture composition is completely determined by the value of the thickening agent concentration in water [7,8,9,10] By second technology both the filtration and the creation of the highly viscous mixture are due to chemical reactions are interrelated and occur in the porous media at the same time. Mathematical model of this phenomenon includes two groups of differential equations. The chemical reactions are the local equilibrium ones, so hereinafter the value ω is equal zero in the last relation (5), ,

C C ν1 ν2 12
Results of the computations
Waterless period of reservoir development
Discontinuity in thickener field
The end of reservoir development
Conclusions
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call