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Arbitrary Lagrangian-Eulerian and free surface methods in fluid mechanics

机译:流体力学中的任意拉格朗日-欧拉和自由表面方法

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摘要

A computational procedure is developed to solve problems of viscous incompressible flow under large free surface motions. The arbitrary Lagrangian-Eulerian (ALE) method is used to move the free surface nodes as well as the internal nodes. The coupling of the mesh motion equations and the fluid equations is essentially done through the free surface boundary conditions. An elastic model with free surface boundary conditions in used to model the mesh motion. The boundary condition at the free surface is deduced from the fact that no fluid particle can cross the free surface. The fluid problem is solved using a Galerkin/least-square (GLS) finite element formulation.
机译:开发了一种计算程序来解决大自由表面运动下粘性不可压缩流的问题。任意拉格朗日-欧拉(ALE)方法用于移动自由表面节点以及内部节点。网格运动方程和流体方程的耦合基本上是通过自由表面边界条件完成的。具有自由表面边界条件的弹性模型用于对网格运动进行建模。自由表面的边界条件是根据没有流体颗粒可以穿过自由表面的事实推导出来的。使用Galerkin /最小二乘(GLS)有限元公式解决了流体问题。

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