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Modeling of External Filter-Cake Buildup in Radial Geometry

机译:径向几何中外部滤饼积聚的建模

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The problem of formation damage, i.e., permeability reduction due to injection of particulates, is a matter of interest in several engineering fields. In the previous attempts to model the external cake formation, cake thickness has been considered to be only dependent on time; even though, in practical applications the dependency of the cake profile on space can be important. In this paper a novel model has been developed to describe the steady state external filter cake thickness profile along the well-bore. A set of equations are derived from the force balance for a deposited particle on the cake surface and the volume conservation of the fluid in the well-bore. These equations are combined with the Darcy's law in radial geometry and the equation of flow in the well-bore, and solved numerically to obtain the cake thickness and fluid velocity profiles along the well-bore.
机译:地层破坏的问题,即由于注入颗粒而导致的渗透率降低,在几个工程领域中是令人关注的问题。在先前的模拟外部滤饼形成的尝试中,滤饼厚度被认为仅取决于时间。即使在实际应用中,蛋糕轮廓对空间的依赖性也很重要。在本文中,已经开发了一种新颖的模型来描述沿井眼的稳态外部滤饼厚度分布。从滤饼表面上沉积的颗粒的力平衡和井筒中流体的体积守恒性导出一组方程式。这些方程式与径向几何的达西定律和井眼中的流动方程式相结合,并通过数值求解得到沿井眼的滤饼厚度和流体速度分布。

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