浸没边界有限体积法模拟流固耦合问题的显式建模方法

Yanbo Huang, Shanshan Li, Z. Pan
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引用次数: 0

摘要

流固耦合(FSI)是一个具有广泛科学和工程应用的重要基础问题。浸入边界法已被证明是模拟运动固体与其周围流体相互作用的有效方法。本文提出了一种基于浸入边界和有限体积耦合方法的流固耦合模拟方法。该方法将整个计算域视为流体,只用一组欧拉网格进行离散。计算域分为固体部分和流体部分。目标速度是在实体部分内的每个单元中局部确定的。同时,通过沿固体单元和流体单元之间的面积分计算作用在固体结构上的水动力。这种方法明确地解决了固流相互作用,避免了拉格朗日网格和欧拉网格之间昂贵的信息传递。在整个迭代过程中,界面被严格限制为单一网格宽度。通过几个经典的数值实验,包括流过静态和自由旋转的方柱体,以及椭球体在有限空间中的沉降,验证了所提出的建模方法。通过三个数值实验,得到了与文献较为一致的结果,表明所提出的建模方法对于模拟FSI问题具有较好的准确性和鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Explicit Modeling Approach for Simulating Fluid-Structure Interaction Problems With Immersed-Boundary Finite-Volume Method
Fluid-structure interaction (FSI) is an important fundamental problem with wide scientific and engineering applications. The immersed boundary method has proved to be an effective way to model the interaction between a moving solid and its surrounding fluid. In this study, a novel modeling approach based on the coupled immersed-boundary and finite-volume method is proposed to simulate fluid-structure interaction problems. With this approach, the whole computational domain is treated as fluid and discretized by only one set of Eulerian grids. The computational domain is divided into solid parts and fluid parts. A goal velocity is locally determined in each cell inside the solid part. At the same time, the hydrodynamic force exerted on the solid structure is calculated by integrating along the faces between the solid cells and fluid cells. In this way, the interaction between the solid and fluid is solved explicitly and the costly information transfer between Lagranian grids and Eulerian grids is avoided. The interface is sharply restricted into one single grid width throughout the iterations. The proposed modeling approach is validated by conducting several classic numerical experiments, including flow past static and freely rotatable square cylinders, and sedimentation of an ellipsoid in finite space. Throughout the three numerical experiments, satisfying agreements with literatures have been obtained, which demonstrate that the proposed modeling approach is accurate and robust for simulating FSI problems.
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