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Distortional buckling of cold-formed steel members in bending.

机译:弯曲时冷弯型钢构件的变形屈曲。

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摘要

Laterally braced cold-formed steel beams generally fail due to local and/or distortional buckling in combination with yielding. For many cold-formed steel (CFS) studs, joists, purlins, or girts, distortional buckling may be the predominant buckling mode. However, distortional buckling of CFS beams remains a largely unaddressed problem in the current North American Specification for the Design of Cold-Formed Steel Structural Members (NAS). Further, adequate experimental data on unrestricted distortional buckling in bending is unavailable. Therefore, two series of bending tests on industry standard CFS C and Z-sections were performed and presented in this dissertation. The testing setup was carefully designed in the first series of tests (Phase 1) to allow local buckling failure to form while restricting distortional and lateral-torsional buckling. The second series of tests (Phase 2) used nominally identical specimens to Phase 1 tests, and a similar testing setup. However, the corrugated panel attached to the compression flange was removed in the constant moment region so that distortional buckling could occur. The experimental data was used to examine current specifications and new design methods. Finite element modeling in ABAQUS was developed and verified by the two series of bending tests and then applied to analyze more CFS beams.; An analytical method was derived to determine the elastic buckling stress of thin plates under longitidunal stress gradient. And finite element analysis was used to study the stress gradient effect on the ultimate strength of thin plates. It was found that the stress gradient increases the buckling stress of both stiffened and unstiffened elements, and current design methods can include the stress gradient effect if an appropriate elastic buckling cofficient is used.; The moment gradient effect on the distortional buckling of CFS beams was also studied by the finite element analysis. The results show that the moment gradient increases both the elastic buckling moment and ultimate strength of distortional buckling of CFS beams. A draft design provision was proposed to account for the moment gradient effect.; Research was conducted to explore the distortional buckling of CFS beams with partial restraint on the compression flange. A simple numerical model was proposed to calculate the elastic buckling moment of the CFS section-panel system. It was found that partial restraint has significant influence on distortional buckling, and that the influence could be considered by using a modified elastic buckling moment.; For design purposes, simplified closed-form solutions for the elastic buckling moment of CFS C and Z-sections were proposed and verified.; In the end, conclusions and recommendations for future research are presented.
机译:横向支撑的冷弯型钢梁通常由于局部屈曲和/或变形屈曲而与屈服结合而失效。对于许多冷弯型钢(CFS)螺栓,托梁,pur条或吊环,变形屈曲可能是主要的屈曲模式。但是,在现行的《北美冷弯钢结构构件设计规范》中,CFS梁的扭曲屈曲仍然是一个未解决的问题。此外,没有足够的关于弯曲中不受限制的变形屈曲的实验数据。因此,本文对工业标准CFS C和Z型截面进行了两个系列的弯曲试验,并进行了介绍。在第一系列测试(阶段1)中精心设计了测试设置,以允许形成局部屈曲失败,同时限制变形和横向扭转屈曲。第二系列测试(第2阶段)使用与第1阶段测试名义上相同的标本,并使用类似的测试设置。但是,在恒定弯矩区域中除去了连接到压缩法兰的波纹板,从而可能发生扭曲变形。实验数据用于检查当前的规格和新的设计方法。通过两个系列的弯曲试验开发并验证了ABAQUS中的有限元建模,然后将其应用于分析更多的CFS梁。推导了一种确定纵向应力梯度下薄板弹性屈曲应力的分析方法。通过有限元分析研究了应力梯度对薄板极限强度的影响。已经发现,应力梯度会增加加劲构件和未加劲构件的屈曲应力,并且如果使用适当的弹性屈曲系数,则当前的设计方法可以包括应力梯度效应。还通过有限元分析研究了力矩梯度对CFS梁变形屈曲的影响。结果表明,弯矩梯度增加了CFS梁的弹性屈曲力矩和变形屈曲极限强度。提出了一项设计规定草案,以考虑弯矩梯度效应。进行了研究以探讨在压缩翼缘上有部分约束的CFS梁的变形屈曲。提出了一个简单的数值模型来计算CFS型面板的弹性屈曲力矩。已经发现,局部约束对变形屈曲有很大的影响,可以通过使用修正的弹性屈曲力矩来考虑这种影响。出于设计目的,提出并验证了CFS C和Z型截面的弹性屈曲力矩的简化封闭形式解。最后,提出了对未来研究的结论和建议。

著录项

  • 作者

    Yu, Cheng.;

  • 作者单位

    The Johns Hopkins University.;

  • 授予单位 The Johns Hopkins University.;
  • 学科 Engineering Civil.; Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2005
  • 页码 386 p.
  • 总页数 386
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 建筑科学;机械、仪表工业;
  • 关键词

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