Abstract
Численное решение одномерной задачи фильтрации с учетом суффозионных процессов
Highlights
Рассматривается математическая модель изотермической внутренней эрозии без учета деформации пористой среды
Removal of soil particles from a flow occurs at a certain value of filtration velocity
Mass conservation equation for water, moving solids and stationary porous skeleton along with Darcy’s law for water and moving solid particles, and an equation for the suffosion intensity are utilized for a mathematical model of the problem
Summary
Рассматривается математическая модель изотермической внутренней эрозии без учета деформации пористой среды. A mathematical model of isothermal internal erosion without deformation of a porous medium is studied. Removal of soil particles from a flow occurs at a certain value of filtration velocity. Mass conservation equation for water, moving solids and stationary porous skeleton along with Darcy’s law for water and moving solid particles, and an equation for the suffosion intensity are utilized for a mathematical model of the problem.
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