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Finite elements simulation and visualization of seepage and groundwater flow

机译:有限元模拟渗流和地下水流动的仿真与可视化

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This paper describes new advances in the computational modeling of groundwater and seepage using the finite element method (FEM) in conjunction with tools and techniques typically used by aerospace engineering. An extension of the technique of generating an orthognal structured grid (using the Cauchy-Riemann equations) to automatically generate a flow net in three dimensional (3-D) steadystate seepage problems is described where (1) grid generation is accomplished using the EAGLE program, (2) the seepage and groundwater analysis for either confined or unconfined steady-state flow, homogenous or inhomogeneous media, and isotropic or anisotropic soil is accomplished with no restriction on the FE grid or requirement of an initial guess of the free surface for unconfined flow problems, and (3) scientific visualization is accomplished using the program FAST developed by NASA. A primary aspect of this paper is a description of examples showing results for both theoretical and practical 3-D problems.
机译:本文介绍了地下水和渗流的新进步,以及使用有限元方法(FEM)与通常由航空航天工程使用的工具和技术结合使用。生成正常结构网格(使用Cauchy-Riemann方程)以在三维(3-D)稳定的渗漏问题中自动生成流网的技术的扩展是描述了(1)网格生成使用Eagle程序完成(2)局限性或无束稳态流动,均匀或非均匀介质以及各向同性或各向异性土壤的渗流和地下水分析是没有限制FE电网的限制或对无限制的自由表面的初始猜测的要求流动问题,(3)使用NASA开发的程序完成了科学可视化。本文的一个主要方面是示例显示理论和实际3-D问题的结果的实施例。

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