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A two-level nesting smoothed meshfree method for structural dynamic analysis

机译:二级嵌套平滑无网格法进行结构动力分析

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This paper presents a novel two-level nesting smoothed meshfree method (NSMM), which significantly improves the computational efficiency of the meshfree Galerkin methods without losing their accuracy, thus facilitates the employment of meshfree methods in applications where background integration cells would be prohibitively expensive. In the NSMM, the system stiffness matrix is calculated using the general smoothing strain technique over the two-level nesting smoothing sub-domains where fewer integration points are used and the costly derivative computation of meshfree shape functions is avoided. The accuracy, efficiency and stability of the present method are assessed by virtue of several numerical examples for problems involving free and forced vibration analysis of the linear elastic continua and dynamic crack response of elastic solid. The results reveal that the NSMM stands out and achieves better performance compared to other existing approaches in the literature. (C) 2019 Elsevier Inc. All rights reserved.
机译:本文提出了一种新型的两层嵌套平滑无网格方法(NSMM),该方法显着提高了无网格Galerkin方法的计算效率,而又不损失其准确性,因此有利于在背景集成单元过于昂贵的应用中采用无网格方法。在NSMM中,使用通用平滑应变技术在两级嵌套平滑子域上使用较小的积分点来计算系统刚度矩阵,并避免了无网格形状函数的昂贵导数计算。通过几个数值示例,对涉及线性弹性连续体的自由和强迫振动分析以及弹性固体的动态裂纹响应的问题,通过几个数值示例评估了本方法的准确性,效率和稳定性。结果表明,与文献中的其他现有方法相比,NSMM脱颖而出并获得了更好的性能。 (C)2019 Elsevier Inc.保留所有权利。

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