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Numerical Investigation of Wormhole Formation During Matrix Acidizingof Carbonate Rocks by Coupling Stokes-Brinkman Equation with ReactiveTransport Model Under Radial Flow Conditions

机译:在径向流动条件下将Stokes-Brinkman方程与ReactiveTransport模型耦合碳酸盐岩酸化期间蠕虫孔形成的数值研究

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Matrix acidizing of carbonate formations has been widely used as a practical stimulation technique toimprove well performance near the wellbore.The principle of a matrix acidizing treatment is to createwormholes by the dissolution of carbonate rocks.The dissolution pattern can affect the efficiency of theacidizing based on the flow conditions.The actual acidizing treatments are performed by injecting acidicfluid into the formation through a wellbore resulting in a radial flow in the porous media.Consequently,amathematical model under radial flow conditions can accurately characterize mineral dissolution patterns,which provide valuable guidelines for designing of acidizing treatments.In this paper,we have developed a 3D mathematical model that couples the Stokes-Brinkman equationand reactive-transport equations under radial flow conditions,which has been utilized for modeling themineral dissolution processes during the acidizing treatment.We have developed and implemented anumerical procedure that solves the Stokes-Brinkman equation and the reactive transport equations bythe staggered grid finite difference method and the control volume finite difference method in cylindricalcoordinates,respectively,in a sequential fashion.Numerical validation and experiments have beenperformed using the proposed numerical solution procedure.Two dimensionless numbers,Damkohler number(Da)and Peclet number(Pe),are used in the simulationstudy to characterize the competitive coupling effects among the advection,diffusion,and chemicalreactions.We have performed the numerical experiments to investigate the type of dissolution correlated tothe variations of Da and Pe numbers based on the synthetic radial core-flooding scenarios.The numericalresults demonstrate that the proposed model is capable of describing the matrix acidizing treatments underradial flow conditions due to the advantage of the Stokes-Brinkman equation for flow in fractured porousmedia.The Da and Pe numbers are two crucial factors that can affect flow conditions,transport behavior ofsolute,and chemical reactions.Mineral dissolution patterns take different forms according to various Da andPe numbers and various alterations of rock properties are obtained accordingly.In addition,the emergenceof the wormhole structure during the injection of acid is discussed in this paper.This work presents a 3D mathematical model allowing us to simulate a matrix acidizing process atexact downhole environments.We present the numerical experiments and sensitivity studies of mineraldissolution in carbonate rocks to investigate the coupling effect of fluid flow and reactive transport processon the wormhole formation for a better matrix acidizing design in field operations.
机译:碳酸酯形成的基质已被广泛用作实际刺激技术,以井眼附近的井性能。基质酸化处理的原理是通过碳酸酯岩体的溶解来捕获。溶解模式可以影响基于的缩小效率流动条件。通过井眼将酸性氟物注入地层进行实际酸化处理,从而导致多孔介质中的径向流动。在径向流动条件下,可以准确地表征矿物溶解模式,这提供了有价值的设计指导酸化处理。在本文中,我们开发了一种3D数学模型,将Stokes-Brinkman公式和径向流动条件耦合的3D数学模型,这已被用于在酸化治疗期间建模题型溶解过程。我们已经开发和实施了麻木pro通过交错的电网有限差分方法和圆柱形电量的控制体积有限差分方法解决方程和反应输送方程的核心分别以顺序方式,在顺序时尚。数值验证和实验使用所提出的数值解决方案步骤.TWO在模拟学器中使用无量纲数,DAMKOHLER NUMBER(DA)和PECLET编号(PE),以表征平流,扩散和化学作措之间的竞争耦合效应。我们已经进行了研究溶解类型的数值实验相关的变化基于合成径向核心泛滥场景的DA和PE数量。NumericalResults表明,所提出的模型能够描述由于斯托克斯 - Brinkman方程在裂缝多孔媒体中流动的流动的优点而描述了底层流动条件。 da和pe数字是两个至关重要的可以影响流动条件,核心的传输行为和化学反应的因素。根据各种DA和PE数,根据各种DA和普数采用不同的形式,并相应地获得岩石性能的各种改变。添加,虫孔在注射酸期间的出现本文讨论。本文介绍了一种3D数学模型,允许我们模拟矩阵酸化过程Atexact井下环境.WE呈现碳酸盐岩中的矿物质的数值实验和敏感性研究,研究流体流动和反应性转运过程的耦合效应用于野外操作中更好的矩阵酸化设计的蠕虫孔形成。

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