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首页> 外文期刊>Computers and Geotechnics >Elasto-plastic fine-scale damage failure analysis of metro structures based on coupled SBFEM-FEM
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Elasto-plastic fine-scale damage failure analysis of metro structures based on coupled SBFEM-FEM

机译:基于SBFEM-FEM耦合的地铁结构弹塑性细尺度损伤破坏分析

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摘要

This paper presents a new high-performance, fine-scale damage analysis method using three techniques. Firstly, efficient and detailed mesh discretization is performed via octree, which can easily accomplish cross scale and thus significantly alleviate the burden of fine modelling using octant cubes. Secondly, the introduction of coupled scaled boundary finite element (SBFEs) into FEM can offer more generality, flexibility and conveniences. Thirdly, the parameter matrices (e.g. stiffness, mass, damping) of geometrically similar elements generated by octree are proportionable and can be pre-computed. Therefore, by leveraging the similarity among elements for elasto-plastic problems will significantly improve computational efficiency. In order to demonstrate the effectiveness of the new approach, a fine-scale damage evolution of DaiKai subway was comprehensively modelled using different mesh sizes. Plastic damage and generalized plasticity models for soil and interfaces were used. Results from the case study demonstrated that octree possesses the advantages of high robustness, ability for automation and capacity to work with fewer elements during mesh generation. The coupled SBFEM-FEM and the use of element similarity markedly improved the computation cost (50% computation time was reduced). The presented method bypasses the need for undesired compromise between simulation accuracy and solver efficiency.
机译:本文提出了一种使用三种技术的新型高性能,小规模损伤分析方法。首先,通过八叉树进行有效而详细的网格离散化,可以轻松实现跨尺度,从而显着减轻使用八分体立方体进行精细建模的负担。其次,在有限元法中引入比例缩放边界有限元(SBFE)可以提供更多的通用性,灵活性和便利性。第三,八叉树生成的几何相似元素的参数矩阵(例如刚度,质量,阻尼)是成比例的并且可以预先计算。因此,通过利用元素间的相似性解决弹塑性问题,将大大提高计算效率。为了证明新方法的有效性,我们使用不同的网格尺寸对DaiKai地铁的精细损伤演化进行了全面建模。使用了土壤和界面的塑性损伤和广义可塑性模型。案例研究的结果表明,八叉树具有高鲁棒性,自动化能力以及在网格生成过程中使用较少元素的能力。耦合的SBFEM-FEM和元素相似性的使用显着提高了计算成本(减少了50%的计算时间)。提出的方法绕过了在模拟精度和求解器效率之间不希望有的折衷的需求。

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