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Distortional buckling in steel I-girders.

机译:工字钢中的扭曲屈曲。

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摘要

Previous research (Bradford 1985) suggests that distortional buckling may contribute to a decrease in strength below that predicted by traditional buckling modes for steel I-girders (i.e., local buckling or lateral-torsional buckling, which may also be referred to as global buckling). However, the term distortional buckling is not well-defined for I-girders. Also, the significance of this failure mode for practical geometries of I-girders is presently unknown. Thus, strength prediction equations for distortional buckling in a format consistent with the current AASHTO (2005) and AISC (2005) design criteria do not presently exist.; The overall goal of the research is to address these present uncertainties regarding the failure mode of distortional buckling. First, a quantitative classification method is applied to cross-section displacement data from previous experimental testing to define distortional buckling. Unbraced lengths where interactions of local and global buckling are significant are then investigated using finite strip analysis. Lastly, the effect of distortional buckling on moment capacity for steel plate girders is studied using finite element analysis. Finite element analysis of modified experimental girders as well as a suite of parametric girders representing cases where distortional buckling is thought to be most significant is performed.; Results of this research indicate that at relatively large unbraced lengths, there is little difference in moment capacity between AISC and FEA results. Higher discrepancies occurred for girders with the highest values of monosymmetry parameters at relatively short unbraced lengths, where current AISC specifications over-predict moment capacity at unbraced lengths of or close to Lp. At this unbraced length, the moment capacity is a function of Mp, My, and web slenderness. However, based on this research it appears that monosymmetry is also an important parameter affecting moment capacity.
机译:先前的研究(Bradford 1985)表明,变形屈曲可能会导致强度降低,低于钢工字钢的传统屈曲模式所预测的强度(即局部屈曲或横向扭转屈曲,也可以称为整体屈曲)。 。但是,对于工字钢,术语变形屈曲定义不明确。而且,这种失效模式对于工字梁的实际几何形状的重要性目前未知。因此,目前尚不存在与现行AASHTO(2005)和AISC(2005)设计标准一致的格式的变形屈曲强度预测方程。研究的总体目标是解决有关变形屈曲失效模式的这些不确定性。首先,将定量分类方法应用于来自先前实验测试的横截面位移数据,以定义变形屈曲。然后使用有限条带分析来研究局部屈曲和整体屈曲相互作用显着的无支撑长度。最后,利用有限元分析研究了变形屈曲对钢板梁弯矩承载力的影响。进行了修改后的实验大梁以及代表变形屈曲被认为最重要的情况的一组参数化大梁的有限元分析。这项研究的结果表明,在相对较大的无支撑长度下,AISC和FEA结果之间的矩承载力几乎没有差异。在相对短的无支撑长度下,具有最大单对称性参数值的大梁出现更高的差异,其中当前的AISC规范在无支撑长度或接近Lp时高估了弯矩承载力。在此无支撑的长度上,弯矩承载力是Mp,My和纤网细长度的函数。然而,根据这项研究,似乎单对称性也是影响力矩能力的重要参数。

著录项

  • 作者

    Burrell, Geoffrey Scott.;

  • 作者单位

    University of Delaware.$bDepartment of Civil and Environmental Engineering.;

  • 授予单位 University of Delaware.$bDepartment of Civil and Environmental Engineering.;
  • 学科 Applied Mechanics.; Engineering Civil.
  • 学位 M.C.E.
  • 年度 2007
  • 页码 143 p.
  • 总页数 143
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 应用力学;建筑科学;
  • 关键词

  • 入库时间 2022-08-17 11:40:13

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