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A variational formulation based contact algorithm for rigid boundaries in two-dimensional SPH applications

机译:二维SPH应用中基于变分公式的刚性边界接触算法

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摘要

Smooth particle Hydrodynamics (SPH) is one of the most effective meshless techniques used in computational mechanics. SPH approximations are simple and allow greater flexibility in various engineering applications. However, modelling of particle-boundary interactions in SPH computations has always been considered an aspect that requires further research. A number of techniques have been developed to model particle-boundary interactions in SPH and allied methods. In this paper, an innovative approach is introduced to handle the contact between Lagrangian SPH particles and rigid solid boundaries. The formulation of boundary contact forces are derived based on a variational formulation, thus directly ensuring the conservativeness of the governing equations. In addition, the new elegant boundary contact force terms maintain the simplicity of the SPH governing equations.
机译:光滑粒子流体力学(SPH)是计算力学中最有效的无网格技术之一。 SPH近似值很简单,并且在各种工程应用中都具有更大的灵活性。但是,在SPH计算中对粒子边界相互作用进行建模一直被认为是需要进一步研究的一个方面。已经开发了许多技术来模拟SPH和相关方法中的粒子边界相互作用。本文介绍了一种创新方法来处理拉格朗日SPH粒子与刚性固体边界之间的接触。边界接触力的公式是基于变分公式得出的,因此直接确保了控制方程的保守性。此外,新的优雅的边界接触力项保持了SPH控制方程的简单性。

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