碳酸盐岩储层多蚀缝直井压力瞬态分析

A. N. Kabirov, N. N. Sitdikov, A. Yu. Lykova, R. T. Gordanov
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引用次数: 0

摘要

本文提出了一种新的自然裂缝性多孔介质非定常流动数学模型,该模型考虑了直井相交的人工裂缝和含板、柱、球三种不同几何形状的孔隙块。利用拉普拉斯变换和点源函数的积分方法,得到了一个新的解。采用极坐标变换处理任意数量裂纹和角度的径向分布。然后用三个已发表的案例对该模型进行了测试。
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Pressure Transient Analysis of a Vertical Well with Multiple Etched Fractures in Carbonate Reservoirs
In this paper, a new mathematical model of unsteady flow of a naturally fractured porous medium is presented,in which artificial fractures intersecting a vertical well and three different geometries of pore blocks containing plates, cylinders and spheres were considered. A new solution was obtained using the Laplace transform and an integral approach using the point source function. A polar coordinate transformation was used to process the radial distribution of an arbitrary number of cracks and angle. The model was then tested against three published cases.
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