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Adaptive finite element buckling analysis of folded plate structures

机译:折叠板结构的自适应有限元屈曲分析

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The finite element linear buckling analysis of folded plate structures using adaptive h-refinement methods is presented in this paper. The variable-node flat shell element used in this study(CLS,Choi and Lee 1995) possesses the drilling D.O.F.which,in addition to improvement of the element behavior, permits an easy connection to other elements with six degrees of freedom per node.Accordingly,the folded plate structures,for which it is hard to find the analytical solutions,can be analyzed using these developed flat shell elements.By introducing the variable-node elements which have physicla mid-side nodes,some difficulties associated with connecting the differentlayer patterns,which is common in the adaptive h-refinement on quadrilateral mesh,can be overcome.To obtain the better stress field for the error estimation,the super-convergent patch recovery is used.The convergent buckling modes and the critical loads associated with these modes can be obtained.Analysis results of a few numerical examples are shown and compared with other researchers' results available.
机译:本文提出了使用自适应H-细化方法的折叠板结构的有限元线性屈曲分析。本研究中使用的可变节点平面壳元件(CLS,Choi和Lee 1995)拥有钻孔DOFWHICH,除了改进元素行为之外,还可以轻松地连接每个节点具有六个自由度的其他元素。根据中,折板结构,为此,这是很难找到的解析解,可以使用这些开发平板壳elements.By引入具有physicla中侧节点的可变节点的元素进行分析,以连接所述differentlayer模式相关联的一些困难,在四边形网格上的自适​​应H-精炼中常见,可以克服。要获得误差估计的更好的应力场,则使用超级收敛贴片恢复。会聚屈曲模式和与这些模式相关的临界负载可以获得。显示一些数值例子的分析结果,并与其他研究人员进行了比较。

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