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Lateral-torsional buckling (LTB) method for the design of glass fins with continuous lateral restraints at the tensioned edge

机译:横向弯曲(LTB)方法,用于设计玻璃翅片,张紧边缘连续横向约束

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摘要

The lateral torsional buckling (LTB) analysis of glass members is a well-known issue, and can be critical for the design of glass fins that are used to brace slab panels or walls and facades.In this paper, the attention is focused on the LTB analysis of glass fins that are restrained to glass wall panels via continuous, flexible joints able to act as lateral restraints (LRs). Under typical wind pressures, the LTB analysis of fins can be critical for overpressure but especially for suction, given that the LR effect at the compressed or tensioned edge largely modifies. Based on literature efforts, closed-form expressions are presented and validated with the support of geometrically simplified but accurate Finite Element (FE) numerical models. The final result is that for a general configuration, the elastic critical buckling moment of LR fins with tensioned edge restrained can be easily predicted. However, a multitude of parameters can affect the expected effect due to LRs. As such, a simplified linearized formulation is proposed to capture the limit conditions for LRs in a given glass geometry. As shown, the formulations can be used also for laminated glass members, as far as the composite section properties are properly take into account. Finally, worked examples are presented to quantify the potential of LRs for LTB verification purposes.
机译:玻璃构件的横向扭转屈曲(LTB)分析是一个众所周知的问题,并且对于用于支撑板坯面板或墙壁和外墙的玻璃翅片的设计至关重要。本文重点关注通过能够作为横向约束(LRS)的连续,柔性接头限制玻璃翅片的LTB分析。在典型的风压下,翅片的LTB分析对于超压来说是至关重要的,但特别是对于吸入,鉴于压缩或张紧边缘在很大程度上改变的LR效应。基于文献努力,呈现闭合表达式并验证了几何简化但准确的有限元(FE)数值模型的支持。最终结果是,对于通用配置,可以容易地预测具有张紧边缘限制的LR翅片的弹性关键屈曲力矩。然而,多种参数可以影响由于LRS引起的预期效果。因此,提出了一种简化的线性化配方,以捕获给定的玻璃几何形状中LRS的限制条件。如图所示,即可用于层叠玻璃构件的配方,只要复合部分特性就适当考虑。最后,提出了工作的示例以量化LRS的电位,用于LTB验证目的。

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