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Multiresolution finite element method based on a new locking-free rectangular Mindlin plate element

机译:基于新型无锁定的多分辨率有限元方法   矩形mindlin板元素

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摘要

A locking-free rectangular Mindlin plate element with a new multi-resolutionanalysis (MRA) is proposed and a new finite element method is hence presented.The MRA framework is formulated out of a mutually nesting displacement subspacesequence whose basis functions are constructed of scaling and shifting on theelement domain of basic node shape function. The basic node shape function isconstructed by extending the node shape function of a traditional Mindlin plateelement to other three quadrants around the coordinate zero point. As a result,a new rational MRA concept together with the resolution level (RL) isconstituted for the element. The traditional 4-node rectangular Mindlin plateelement and method is a mono-resolution one and also a special case of theproposed element and method. The meshing for the monoresolution plate elementmodel is based on the empiricism while the RL adjusting for the multiresolutionis laid on the rigorous mathematical basis. The analysis clarity of a platestructure is actually determined by the RL, not by the mesh. Thus, the accuracyof a plate structural analysis is replaced by the clarity, the irrational MRAby the rational and the mesh model by the RL that is the discretized model bythe integrated.
机译:提出了具有新的多分辨率分析(MRA)的无锁定矩形Mindlin板单元,并提出了一种新的有限元方法.MRA框架是由相互嵌套的位移子空间序列构成的,其基础函数是按比例缩放和平移来构造的在基本节点形状函数的元素域上基本节点形状函数是通过将传统Mindlin平面元素的节点形状函数扩展到零坐标周围的其他三个象限来构造的。结果,为该元素构建了一个新的合理的MRA概念以及分辨率级别(RL)。传统的4节点矩形Mindlin板元素和方法是单分辨率的,也是所提出元素和方法的特例。单分辨率板元模型的网格划分基于经验,而针对多分辨率的RL调整则基于严格的数学基础。板结构的分析清晰度实际上是由RL确定的,而不是由网格确定的。因此,板结构分析的准确性被清晰度所取代,无理的MRA被有理数所取代,而网格模型被RL所取代,RL是被离散化的模型。

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    Xia, Yi-Ming;

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  • 年度 2016
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