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Coupling of mesh-free methods with finite elements: basic concepts and test results

机译:无网格方法与有限元的耦合:基本概念和测试结果

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This paper reviews several novel and older methods for coupling mesh-free particle methods, particularly the element-free Galerkin (EFG) method and the smooth particle hydrodynamics (SPH), with finite elements (FEs). We study master-slave couplings where particles are fixed across the FE boundary, coupling via interface shape functions such that consistency conditions are satisfied, bridging domain coupling, compatibility coupling with Lagrange multipliers and hybrid coupling methods where forces from the particles are applied via their shape functions on the FE nodes and vice versa. The hybrid coupling methods are well suited for large deformations and adaptivity and the coupling procedure is independent of the particle distance and nodal arrangement. We will study the methods for several static and dynamic applications, compare the results to analytical and experimental data and show advantages and drawbacks of the methods.
机译:本文回顾了几种新颖且较旧的方法,用于将无网格粒子方法与有限元(FEs)耦合在一起,尤其是无元素Galerkin(EFG)方法和光滑粒子流体动力学(SPH)。我们研究了主从耦合,其中粒子固定在有限元边界上,通过接口形状函数进行耦合,从而满足一致性条件,桥接域耦合,与Lagrange乘子的相容耦合,以及通过粒子的形状施加粒子力的混合耦合方法功能在FE节点上起作用,反之亦然。混合耦合方法非常适合大变形和适应性,并且耦合过程与粒子距离和节点排列无关。我们将研究几种静态和动态应用程序的方法,将结果与分析和实验数据进行比较,并说明该方法的优缺点。

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