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Evaluation of Lateral Torsional Buckling Resistance Equations in AISC and AASHTO

机译:在AISC和AASHTO中评估横向扭转屈曲阻力方程

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The lateral torsional buckling (LTB) resistance equations for rolled and welded Ⅰ-sections differ considerably across the AASHTO/AISC, Eurocode, and other international design codes. These differences stem largely from residual stress and geometric imperfection sensitivity in the inelastic and elastic LTB regions of the curves. AISC/AASHTO employ a resistance calculation method by which the LTB resistance curve is clearly segmented into three distinct parts: the yield or plateau region, the inelastic buckling region and the elastic buckling region. This curve was established on the basis of experimental data, but tends to give larger strengths than common FEA test simulations in many situations. This paper evaluates the sensitivity of LTB resistances to imperfections and residual stresses on compact and on non-compact web sections. The paper then recommends nominal residual stresses and geometric imperfections to be used when conducting FEA simulations to study LTB, as well as modified LTB resistance equations based on evidence from experimental tests and test simulations.
机译:在AASHTO / AISC,欧洲规范和其他国际设计规范中,轧制和焊接Ⅰ型截面的横向扭转屈曲(LTB)阻力方程有很大不同。这些差异主要来自曲线的非弹性和弹性LTB区域中的残余应力和几何缺陷敏感性。 AISC / AASHTO采用电阻计算方法,通过该方法可以将LTB电阻曲线清楚地分为三个不同的部分:屈服或平稳区域,非弹性屈曲区域和弹性屈曲区域。该曲线是根据实验数据建立的,但在许多情况下,其强度往往比普通的FEA测试模拟更大。本文评估了LTB电阻对紧实和非紧实幅材截面上的缺陷和残余应力的敏感性。然后,本文建议在进行FEA仿真以研究LTB时应使用名义残余应力和几何缺陷,以及基于实验测试和测试仿真的证据而修改的LTB电阻方程式。

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