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Alleviation of parasitic slip in finite element analysis of composite beams

机译:复合梁有限元分析中寄生滑移的缓解

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摘要

In the conventional displacement-based finite element analysis of composite beams that consist of two Euler-Bernoulli beams juxtaposed with a deformable shear connection, the coupling of the transverse and longitudinal displacement fields may cause oscillations in interlayer slip field and reduction in optimal convergence rate, known as slip locking. This locking phenomenon is typical of multi-field problems of this type, and is known to produce erroneous results for the displacement based finite element analysis of composite beams based on cubic transverse and linear longitudinal interpolation fields. In this study, a very simple and novel procedure is introduced to eliminate the parasitic slip in the finite element analysis of composite beams. A systematic solution of the differential equations of equilibrium is also provided, and an exact element is developed in the paper. Numerical results presented illustrate the accuracy gained based on the proposed modification to the basic finite element formulation. Solutions based on the exact element provide benchmark results for the performance of the proposed formulation.
机译:在传统的基于位移的有限元分析中,复合梁是由两个带有可变形剪力连接的Euler-Bernoulli梁组成的,横向和纵向位移场的耦合可能会引起层间滑移场的振荡并降低最佳收敛速度,被称为滑锁。这种锁定现象是这种类型的多场问题的典型现象,并且已知会基于立方横向和线性纵向插值场对复合梁的基于位移的有限元分析产生错误的结果。在这项研究中,引入了一种非常简单新颖的方法来消除复合梁有限元分析中的寄生滑移。还提供了平衡微分方程的系统解,并提出了一个精确的单元。给出的数值结果说明了基于对基本有限元公式的拟议修改而获得的精度。基于精确元素的解决方案为所提出配方的性能提供了基准结果。

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