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Nonlinear analysis of cellular steel beams under combined buckling modes

机译:组合屈曲模式下蜂窝钢梁的非线性分析

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This paper discusses the nonlinear analysis of normal and high strength cellular steel beams under combined buckling modes. A nonlinear 3-D finite element model has been developed, which accounted for the initial geometric imperfection, residual stresses and material nonlinearities of flange and web portions of cellular steel beams. The nonlinear finite element model was verified against tests on cellular steel beams having different lengths, different cross-sections, different loading conditions and different failure modes. Failure loads, load-mid-span deflection relationships and failure modes of cellular steel beams were predicted from the finite element analysis. An extensive parametric study involving one hundred and twenty cellular steel beams was performed using the verified finite element model to study the effects of the change in cross-section geometries, beam length and steel strength on the strength and buckling behaviour of cellular steel beams. The results of the parametric study has shown that cellular steel beams failing due to combined web distortional and web-post buckling modes exhibited a considerable decrease in the failure loads. It is also shown that the use of high strength steel offers a considerable increase in the failure loads of less slender cellular steel beams. The failure loads predicted from the finite element model were compared with that predicted from Australian Standards for steel beams under lateral torsional buckling. It is shown that the Specification predictions are generally conservative for normal strength cellular steel beams failing by lateral torsional buckling, unconservative for cellular steel beams failing by combined web distortional and web-post buckling and quite conservative for high strength cellular steel beams failing by lateral torsional buckling.
机译:本文讨论了组合屈曲模式下普通和高强度蜂窝钢梁的非线性分析。建立了非线性3-D有限元模型,该模型考虑了蜂窝钢梁的凸缘和腹板部分的初始几何缺陷,残余应力和材料非线性。通过对具有不同长度,不同横截面,不同载荷条件和不同破坏模式的多孔钢梁的测试,验证了非线性有限元模型。通过有限元分析预测了蜂窝钢梁的破坏载荷,载荷-跨度挠度关系和破坏模式。使用已验证的有限元模型对涉及一百二十个蜂窝状钢梁的参数进行了广泛的研究,以研究截面几何形状,梁长度和钢强度的变化对蜂窝状钢梁的强度和屈曲行为的影响。参数研究的结果表明,由于腹板变形和腹板后屈曲模式的组合而导致的蜂窝状钢梁的破坏载荷显着降低。还显示出,高强度钢的使用大大减少了细长蜂窝状钢梁的破坏载荷。将有限元模型预测的破坏载荷与澳大利亚标准针对侧向扭转屈曲的钢梁预测的破坏载荷进行了比较。结果表明,规范预测对于正常强度的蜂窝钢梁因侧向扭转屈曲而失效是保守的,对于由组合腹板变形和腹板柱屈曲相结合而失效的蜂窝状钢梁来说是保守的,对于由横向扭转失效的高强度蜂窝状钢梁而言是保守的。屈曲。

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