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Fast and accurate SPH modelling of 3D complex wall boundaries in viscous and non viscous flows

机译:粘性和非粘性流动中的3D复杂墙边界的快速准确的SPH模型

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摘要

The treatment of wall boundary conditions is a difficult issue in the SPH method and still represents a challenging topic in the scientific community. After a review of state of the art wall treatment methods, an SPH method for modelling viscous and non-viscous flows in the presence of 3D complex wall boundaries is presented. New developments embedded in the proposed method include the addition of a Laplacian operator adapted to the adopted formalism, as well as a cutface process for calculating the particle/wall interactions on any type of geometry. Validations are proposed on a 2D Poiseuille flow, a flow around a 2D cylinder, a 3D hydrostatic tank, and a 3D dambreak. Comparisons are performed with results from the literature. Finally, an industrial automotive application is presented as illustration of the method ability to deal with arbitrarily complex geometries. (C) 2018 Elsevier B.V. All rights reserved.
机译:墙边界条件的处理是SPH方法中的困难问题,仍然代表科学界的具有挑战性的话题。 在对现实墙体处理方法的状态审查之后,提出了一种用于在3D复杂壁边界的存在下建模粘性和非粘性流的SPH方法。 嵌入所提出的方法的新发展包括添加适用于采用的形式主义的拉普拉斯操作员,以及用于计算任何类型几何形状的粒子/壁相互作用的切屑过程。 在2D Poiseuille Flow上提出了验证,围绕2D缸,3D静液压箱和3D变阻的流动。 与文献结果进行比较。 最后,提出了工业汽车应用作为处理任意复杂几何形状的方法能力的说明。 (c)2018 Elsevier B.v.保留所有权利。

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