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Integral equation analysis of coupled seepage and convective dispersion

机译:渗流与对流扩散耦合的积分方程分析

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摘要

A boundary element approach to the coupled seepage and convective dispersion problem known as a mathematical model for seawater intrusion in a confined coastal aquifer is developed in order to simulate saltwater wedge phenomena. The nonlinear integral equations corresponding to the coupled system of seepage flow and salt transport equations are derived for both steady and unsteady problems. The related fundamental solution is determined from a differential operator of the linearized system. The method proposed herein is applied to both steady state and transient analyses of the well known Henry's problem. Numerical simulation results are compared with previously published results in order to verify our solution method.
机译:为了模拟咸水楔现象,开发了一种边界元方法来解决渗流与对流扩散的耦合问题,这种方法被称为密闭海岸含水层中海水入侵的数学模型。对于稳态和非稳态问题,导出了与渗流和盐分迁移方程耦合系统相对应的非线性积分方程。相关的基本解由线性系统的微分算子确定。本文提出的方法被应用于众所周知的亨利问题的稳态和瞬态分析。数值模拟结果与以前发表的结果进行了比较,以验证我们的求解方法。

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