Some analytical solutions for fluid flow in and around a single fracture in a porous formation based on singular integral equation
Abstract
This study considers the fluid flow through a porous formation containing discontinuities (fault, fracture, crack, microcrack), which is usually much more conductive than the surrounding matrix. The discontinuity is mathematically represented by a 1D smooth function of curvilinear abscise and physically characterized by its aperture. Fluid flow is assumed to obey Poiseuille's law in the discontinuity and Darcy's law in the parent porous rock....
Paper Details
Title
Some analytical solutions for fluid flow in and around a single fracture in a porous formation based on singular integral equation
Published Date
Sep 1, 2020
Volume
118
Pages
32 - 40
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