首页> 外国专利> Simulation of progressive increase and decrease in permeability around underground well, comprises determining initial data by laboratory measurements of initial, damaged and restored permeability as function of distance from well wall

Simulation of progressive increase and decrease in permeability around underground well, comprises determining initial data by laboratory measurements of initial, damaged and restored permeability as function of distance from well wall

机译:模拟地下井周围渗透率的逐步增加和降低,包括通过实验室测量初始,受损和恢复的渗透率随距井壁距离的函数确定初始数据

摘要

Initial data are obtained by laboratory measurements of the initial (ki), damaged (kd) and restored (kf) permeability around the well as a function of distance (r) from the well wall. The damaged zone is discretized by a 3D cylindrical mesh forming blocks of small radial thickness relative to the well diameter. Fluid flows through the cakes are calculated to model evolution of the permeability Simulating the optimal conditions to impose on a well drilled through an underground formation at a particular angle, for the progressive removal using the formation's fluids of deposits or cakes which are formed in at least one zone at the periphery of the well after the drilling and completion operations, comprises resolving the diffusivity equation in the mesh modelling the fluid flows through the cakes, taking into consideration the initial measured data and modelling the evolution of the permeability as a function of the fluid flows (Q) through the cakes to deduce the optimal conditions to apply during operation of the well. The restoration of permeability is modelled at all points at distance (r) from the well wall considering that the permeability varies proportionally with the difference between the damaged permeability and the restored permeability. The coefficient of proportionality depends on an empirical law of variation of the permeability as a function of the quantity (Q) of fluid passing through the cakes.
机译:初始数据是通过实验室测量井周围的初始渗透率(ki),损坏的渗透率(kd)和恢复的渗透率(kf)以及与井壁距离(r)的函数获得的。损坏的区域通过3D圆柱网格离散化,该网格形成相对于井径的径向厚度较小的块。计算通过滤饼的流体流量,以模拟渗透率的演变。模拟最佳条件,以特定角度施加在钻穿地下地层的井中,以便使用至少在至少一部分中形成的沉积物或滤饼的流体逐步清除在钻井和完井作业之后,井周围的一个区域包括解析网格中的扩散方程,对流经滤饼的流体建模,同时考虑初始测量数据,并根据渗透率的函数对渗透率的演化进行建模。流体(Q)流经滤饼,从而推论出在油井作业期间适用的最佳条件。考虑到渗透率随损坏的渗透率和恢复的渗透率之间的差异成比例地变化,在距井壁距离(r)的所有点都模拟了渗透率的恢复。比例系数取决于渗透率随通过滤饼的流体量(Q)的变化的经验规律。

著录项

相似文献

  • 专利
  • 外文文献
获取专利

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号