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Fines release and migration is a universal problem in the production of oil from poorly consolidated sandstone reservoirs.
This problem can result in the changes of porosity and permeability. It may not only damage a production facility, but it
can also have a profound effect on oil recovery, resulting from the change in heterogeneity of the oil formation. Based on
the macroscopic continuous porous media, continuity equations for multiphase flow in oil formations, and the theories of fines
release and migration, a three-dimensional (3D) field scale mathematical model describing migration of fines in porous media
is developed. The model is solved by a finite-difference method and the line successive over relaxation (LSOR) technique.
A numerical simulator is written in Fortran 90 and it can be used to predict (1) the ratio of fines to production liquid volume,
(2) the permeability change caused by colloidal and hydrodynamic forces resulting from fines release and migration, and (3)
production performance. The numerical results of the one-dimensional model were verified by the data obtained by core displacement
experiments. The sensitivity of numerical results with grid block size was studied by coarse grids, moderate grids, and fine
grids. In addition, an oil field example with five-spot patterns was made on the numerical simulator. The results show that
fines migration in an oil formation can accelerate the development of heterogeneity of the reservoir rock, and has an obvious
influence on production performance, i.e., water drive front, water-cut trends, and oil recovery. 相似文献
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