Waterflooding Process in an Irregularly Shaped Oil Reservoir: A Finite-Volume Approach

B. R. de Brito Correia, G. Moreira, H. L. Fernandes Magalhães, M.K. Teixeira de Brito, A. G. Barbosa de Lima
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Abstract

Oil reservoirs are porous and permeable rocks that allow the hydrocarbon accumulation. Reservoir simulations are necessary to obtain the best fluid flow conditions in the porous medium and increase oil recovery capacity. The aim of this paper was to study the influence of the absolute rock permeability on the oil recovery of a complex geometry oil reservoir, using water injection with the black oil model. Numerical simulations in boundary-fitted coordinates were performed in a two-dimensional and irregularly shaped reservoir. Finite volume method was used to solve the governing equations and two inverted five-spot meshes were set in parallel for a total injection time of 30 years. Results of injected porous volume per recovered oil volume, the water cut charts and the water saturations maps showed that the lower porous medium permeability increased the oil recovery, once the permeability intensified fingers and early breakthrough, which leads to high water production rates and consequent reduction of the waterflooding efficiency.
不规则形状油藏水驱过程:有限体积方法
油藏是一种多孔、渗透性强的岩石,为油气聚集提供了条件。为了在多孔介质中获得最佳流体流动条件,提高采收率,油藏模拟是必要的。采用黑油注水模型,研究了岩石绝对渗透率对复杂几何形状油藏采收率的影响。在二维异形油藏中进行了边界拟合坐标下的数值模拟。采用有限体积法求解控制方程,并联设置两个倒五点网格,总注入时间为30年。注孔体积/采油体积、含水率图和含水饱和度图均表明,孔隙介质渗透率越低,采收率越高,渗透率越强,越早突破,产水率越高,水驱效率越低。
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