横向扭转屈曲作用下木梁稳定性的设计展望

Melike Sarıahmet, Oğuzhan Toğay
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引用次数: 0

摘要

与钢梁一样,由于大的深/宽比和大的跨长,木梁的侧向扭转屈曲(LTB)是一种重要的面外行为模式。受侧向扭转屈曲破坏的梁在施加荷载或弯矩的作用下会发生变形,直到达到临界弯矩(Mcr),此后,施加弯矩的轻微增加将产生较大的面外变形,梁将通过侧向偏转和扭转而发生屈曲。如果使用面外节点横向支撑来支撑梁的受压区,则可以防止这些变形。在木结构中,木梁的节点支撑的规格不够明确,无法在欧洲规范5中提供易于使用的计算。本研究旨在利用支撑力-支撑刚度关系探讨支撑刚度的最佳水平,使支撑计算更容易应用。由于节点支撑的性质,随着支撑刚度的增加,预计会观察到较小的支撑力。然而,这种效果在最佳支撑刚度下平衡了自己。在达到理想刚度值后,任何大于该值的支撑刚度都不会显著增加梁的屈曲能力。本文采用有限元分析(FEA)验证和文献中的实验研究相结合的方法进行了研究。此外,使用有限元分析程序生成不同尺寸的试件,以执行包括支撑刚度和木梁尺寸的情况矩阵。然后将这些矩阵以图表的形式呈现,以演示稳定光束的最佳水平。采用欧洲规范5有效长度设计概念进行计算。本研究提供了易于使用的支撑计算,以减少LTB对木梁的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Design Perspective on the Stability of Timber Beams Under Lateral Torsional Buckling
Lateral torsional buckling (LTB) of timber beams is an important out-of-plane behavior mode due to large depth/width ratios and long span lengths, as in steel beams. A beam that is subjected to a lateral torsional buckling failure would deform under an applied load or moment until the critical moment (Mcr) is reached, after that, a slight increase in the applied moment will create large out-of- plane deformations, and the beam will buckle by deflecting laterally and twisting. If the compression zone of the beam is braced by using out-of-plane nodal lateral bracing, these deformations can be prevented. In timber structures, specifications of the nodal bracing for timber beams are not clear enough to provide easy-to-use calculations in Eurocode 5. This study aims to investigate the optimum level of the bracing stiffness using the brace force - brace stiffness relationship, so that bracing calculations are easier to be applied. As the nature of nodal bracing, it is expected to observe lesser brace forces as the brace stiffness increases. However, this effect balanced itself at optimum brace stiffness. After the ideal stiffness value is reached, any brace stiffness greater than this value does not increase substantially the buckling capacity of the beam. In this paper, the study is conducted using a validation of Finite Element Analysis (FEA) coupled with experimental studies from the literature. Also, different sizes of the specimens were generated using the FEA procedure to conduct a matrix of cases that includes both brace stiffnesses and sizes of timber beams. These matrices are then presented in graphs that demonstrate the optimum level to stabilize the beams. The Eurocode 5 effective length design concept was used for the calculations. This study provides easy-to-use bracing calculations to reduce the effect of LTB on timber beams.
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