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A proposal based on the effective section factor for the lateral-torsional buckling of beams with slender I-shaped welded sections

机译:基于有效截面因子的细长I形焊接截面梁的横向扭转屈曲的建议

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The lateral-torsional buckling of steel beams with welded slender I-shaped sections, or Class 4 sections according to Eurocode 3 classification, is investigated in this paper. While the response of non-Class 4 section beams has been extensively studied in the literature, welded slender section beams have received less attention to date.Finite element (FE) models for non-linear analyses were developed and validated against 64 experimental tests available in the literature considering both material and geometrical imperfections. Subsequently, an extensive parametric study covering a wide range of sections and member geometries was carried out.The existing rules from Eurocode 3 and a proposal based on a consistent derivation of the Ayrton-Perry formulation, developed for compact and semi-compact sections (sections of Class 1, 2 and 3), were presented and their accuracy was then evaluated using the numerical data generated.As demonstrated, due to high width-to-thickness ratio of section's constituent plates, the coupled interaction between the local buckling and the lateral-torsional buckling affects the stability of the beams, but the design provisions deliver insufficient account of said interaction thus resulting in highly scattered predictions when compared against the numerical results, mostly yielding lower values of resistance than that obtained numerically.To improve this condition, a novel concept, named the effective section factor (E.S.F.), was further developed to account with the coupled interaction by grouping the behaviour of beams with Class 4 sections into different ranges of E.S.F.Finally, enhanced design formulae for the estimation of the ultimate strength of the beams was proposed based on the developed E.S.F. concept, providing more accurate capacity prediction.
机译:本文研究了具有细长I形截面或欧洲规范3分类的4级截面的钢梁的横向扭转屈曲。虽然文献中已经广泛研究了非4级截面梁的响应,但迄今为止对焊接细长截面梁的关注较少。开发了用于非线性分析的有限元(FE)模型,并针对64种可用的试验进行了验证有关材料和几何缺陷的文献。随后进行了广泛的参数研究,涵盖了广泛的截面和成员几何形状.Eurocode 3的现有规则以及基于一致推导的Ayrton-Perry公式的提案,针对紧凑和半紧凑型截面(截面给出了1、2和3类的结果,然后使用生成的数值数据评估了它们的准确性。如图所示,由于截面组成板的宽厚比高,局部屈曲和横向之间的耦合相互作用扭转屈曲会影响梁的稳定性,但设计规定未能充分考虑所述相互作用,因此与数值结果相比会产生高度分散的预测,多数情况下产生的电阻值要比数值获得的值低。进一步发展了一种新概念,即有效截面因子(ESF),以解决耦合相互作用通过将具有4类截面的梁的行为分组到E.S.F.的不同范围中,最后,基于已开发的E.S.F.提出了改进的设计公式,用于估算梁的极限强度。概念,提供更准确的容量预测。

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