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Method of determining by numerical simulation the restoration conditions, by the fluids of a reservoir, of a complex well damaged by drilling operations

机译:通过数值模拟确定由储层流体通过钻井作业损坏的复杂井的恢复条件的方法

摘要

Method of determining by numerical simulation the optimum conditions to be applied in a horizontal (or complex) well drilled through an underground reservoir so as to progressively eliminate (restore), by the fluids from the reservoir, deposits or cakes formed in at least a peripheral zone of the well as a result of drilling and completion operations. ;The method essentially comprises acquiring initial data obtained by laboratory measurements of the values, according to the initial permeability (ki) of the formations surrounding the well, of the thickness of the cakes and of the damaged permeability (kd) and restored permeability (kf) values of this zone, as a function of the distance (r) to the wall of the well, discretizing the damaged zone by means of a 3D cylindrical grid pattern forming blocks of small radial thickness in relation to the diameter of the well, and solving in this grid pattern the diffusivity equation modelling the flow of the fluids through the cakes by taking account of the measured initial data and by modelling the evolution of the permeability as a function of the flow rates (Q) of fluids flowing through the cakes, so as to deduce therefrom the optimum conditions to be applied for producing the well. ;Application: production of hydrocarbon reservoirs for example under deep offshore conditions in weakly consolidated formations (Gulf of Mexico, Angola, etc.).
机译:通过数值模拟确定最佳条件的方法,该条件适用于通过地下储层钻出的水平(或复杂)井,从而通过储层中的流体逐步消除(恢复)至少在外围形成的沉积物或饼状物钻井和完井作业的结果。 ;该方法主要包括根据井周围地层的初始渗透率(ki),滤饼厚度以及受损的渗透率(kd)和恢复的渗透率(kf),通过实验室测量值获得初始值。 )该区域的值,作为到井壁的距离(r)的函数,通过3D圆柱网格图案离散化损坏的区域,该3D圆柱网格图案形成了相对于井的直径而言径向厚度较小的块,并且在这种网格模式下,通过考虑测量的初始数据并通过将渗透率的演变作为流经滤饼的流体流量(Q)的函数进行建模,来求解通过滤饼的流体流动的扩散方程,从而推论出用于生产井的最佳条件。用途:例如在深海条件下在弱固结地层(墨西哥湾,安哥拉等)中生产油气藏。

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