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ULTIMATE STRENGTH OF DOUBLE-TEE TUBULAR JOINTS: INTERACTION EFFECTS.

机译:双T形管接头的最大强度:相互作用效应。

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摘要

Twenty-seven double-tee tubular joints were tested under branch axial compression, in-plane bending, and out-of-plane bending, and various combinations of these branch loads. These test results along with other test results were used to study the effect of the {dollar}beta{dollar} ratio on the interaction of branch loads in DT tubular joints. It was found that {dollar}beta{dollar} did have an effect on the joints' interaction behavior.; Comparison of an equation which accounted for {dollar}beta{dollar}, with other proposed equations, using a data base of 65 T and DT interaction tests, showed that the proposed equation was the most accurate however the accuracy of all three equations was very similar. Hoadley's equation provided a lower bound to the data, and is recommended for design based on its simplicity.; Results of replicate branch axial and OPB tests on {dollar}beta{dollar} = 1.0 joints indicated that the distance between the weld toes at the saddle points, or gap, has a significant effect on the behavior of {dollar}beta{dollar} = 1.0 joints. It was found that the compressive capacity of the joint can be predicted when the gap is treated as a column. Based on this analysis and because measurements showed a significant variation in the gap sizes on nominally identical joints, it is recommended that the variation in the gap be accounted for in the factor of safety applied to a mean design equation.; A simplified finite element model was developed to analyze the ultimate strength behavior of tubular joints to provide additional insight into joint behavior. Comparison of the results of the finite element analysis and the experimental data showed that the model is both accurate and economical.
机译:在分支轴向压缩,平面内弯曲和平面外弯曲以及这些分支载荷的各种组合下测试了27个双三通管状接头。这些测试结果以及其他测试结果用于研究DT型管状接头中{dollar} beta {dollar}比率对分支载荷相互作用的影响。发现{dollar} beta {dollar}确实对关节的互动行为有影响。使用65 T和DT交互作用测试的数据库比较了占{dollar} beta {dollar}的方程与其他提出的方程,结果表明,提出的方程是最准确的,但是所有三个方程的准确性都很高类似。 Hoadley方程为数据提供了一个下限,并建议基于其简单性进行设计。在{dollar} beta {dollar} = 1.0接头上进行重复分支轴向和OPB测试的结果表明,鞍形点或缝隙处的焊趾之间的距离对{dollar} beta {dollar}的行为有重大影响= 1.0关节。发现将缝隙视为圆柱时可以预测接头的抗压能力。基于此分析,并且由于测量结果表明名义上相同的接头处的间隙尺寸存在显着变化,因此建议将间隙的变化考虑在内,并将其应用于平均设计方程式中的安全系数中。开发了简化的有限元模型来分析管状接头的极限强度行为,以提供对接头行为的更多了解。有限元分析结果与实验数据的比较表明,该模型既准确又经济。

著录项

  • 作者

    SWENSSON, KURT DICKENSON.;

  • 作者单位

    The University of Texas at Austin.;

  • 授予单位 The University of Texas at Austin.;
  • 学科 Engineering Civil.
  • 学位 Ph.D.
  • 年度 1987
  • 页码 396 p.
  • 总页数 396
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 建筑科学;
  • 关键词

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