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Simulation of flexural behaviour and design of cold-formed steel closed built-up beams composed of two sigma sections for local buckling

机译:由两个sigma截面组成的局部屈曲的冷弯型钢闭合组合梁的弯曲行为模拟和设计

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This study focused on the structural behaviour of cold-formed steel (CFS) closed Built-up beams composed of two sigma sections primarily fail due to local buckling under four-point bending about the major axis. It is aimed to establish accurate finite element models for CFS built-up I-beam subjected to a transverse load. The numerical model was developed by using Finite Element (FE) software ABAQUS 6.13. The numerical models were discretized with S4R element, end condition as simply supported and non-linear analysis which includes material, geometric, contact non-linearities and geometric imperfections. The numerical model is validated by means of comparison with the experimental results published in the literature in terms of moment capacities, moment versus deflection curve and failure mode of specimens. For different cross-section geometries and different thickness of the built-up closed beam, the numerical parametric study has been carried out by using the verified FE model, and the obtained flexural resistances were compared with those predicted by using current DSM and DSM proposed for built-up beams. The moment capacity decreases with increase in compression flange width to thickness ratio. In general, the moment of resistance of the section increases with decreasing the aspect ratio. There is no significant effect in flexural strength of the built-up closed beams due to the change in depth of web stiffener. Based on the comparison of results, suitable modifications are proposed herein for DSM, especially for the closed built-up beams made of two sigma sections normally failed by local buckling and also the performance of the current DSM, DSM proposed for built-up beams and the DSM proposed by this study are assessed by reliability analysis.
机译:这项研究集中在冷弯型钢(CFS)封闭的结构行为上。由两个sigma截面组成的组合梁主要是由于绕长轴四点弯曲时的局部屈曲而失效。目的是为承受横向载荷的CFS组合工字梁建立精确的有限元模型。通过使用有限元(FE)软件ABAQUS 6.13开发了数值模型。数值模型用S4R元素,作为简单支持的最终条件和包括材料,几何,接触非线性和几何缺陷的非线性分析离散化。通过与文献中公布的实验结果进行比较,验证了该数值模型的抗弯强度,弯矩与挠度曲线以及试样的破坏模式。对于不同的截面几何形状和不同厚度的封闭式封闭梁,已使用验证的有限元模型进行了数值参数研究,并将获得的抗弯强度与使用现有的DSM和DSM预测的抗弯强度进行了比较。组合梁。弯矩能力随压缩法兰宽度与厚度之比的增加而降低。通常,截面的电阻矩随纵横比的减小而增加。由于腹板加强筋深度的变化,对封闭式封闭梁的抗弯强度没有明显影响。基于结果的比较,本文针对DSM提出了适当的修改,特别是对于由两个sigma截面制成的闭合组合梁,通常会因局部屈曲而失效,并且提出了当前DSM,针对组合梁提出的DSM和通过可靠性分析评估了本研究提出的DSM。

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