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Imperfection sensitivity of plate girder webs under patch loading

机译:贴片加载下板梁网的缺陷敏感性

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This paper is aimed at studying the influence of initial shape imperfections on the postbuckling behavior of plate girder webs subjected to patch loading. In the last three decades, a large amount of experimental and numerical investigations has been dedicated towards the implementation of formulae for the resistance of plate girder webs subjected to different type of loading. On the one hand, it has been known that initial geometric and material imperfections produced in the manufacturing process can reduce the load capacity of the thin-walled webs used in most cases. On the other hand, it is difficult to include them in the formulae. Implementation of numerical approaches such as the finite element method allows researchers to perform computer simulations instead of performing cost expensive experiments. Data concerning the magnitude and shape of initial geometric imperfections for plate girders under patch loading is found in the literature. A sensitivity analysis is presented herein in order to investigate the effect of varying imperfection shape and amplitude on the postbuckling response and ultimate strength of plate girders under patch loading. This sensitivity analysis is performed by means of nonlinear finite element analysis. At first, the shape of the imperfections is based on the buckling modes resulting from an eigenvalue buckling analysis. Secondly, the amplitude of the buckling modes is varied, and then introduced in the nonlinear analysis. The results show the influence of these modes and amplitudes on the resistance to patch loading.
机译:本文旨在研究初始形状缺陷对经受贴剂负荷的板梁网后的影响。在过去的三十年中,大量的实验和数值调查一直致力于实施经受不同类型载荷的板梁网的抗性的公式。一方面,已知在制造过程中产生的初始几何和材料缺陷可以降低大多数情况下使用的薄壁网的负载能力。另一方面,难以将它们包括在公式中。实现数值方法的实现,例如有限元方法允许研究人员执行计算机模拟,而不是执行成本昂贵的实验。在文献中发现了贴片加载下板梁初始几何缺陷幅度和形状的数据。本文提出了灵敏度分析,以研究补丁加载下不同缺陷形状和幅度的影响和幅度的板梁上的响应和极限强度。通过非线性有限元分析进行该敏感性分析。首先,缺陷的形状基于由特征值屈曲分析产生的屈曲模式。其次,改变屈曲模式的幅度,然后在非线性分析中引入。结果表明这些模式和幅度对贴剂负荷的抗性的影响。

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