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In-plane failure mechanisms and strength design of circular steel planar tubular Vierendeel truss arches

机译:圆钢扁形Vierendeel桁架拱的面内破坏机理及强度设计

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Vierendeel steel truss arches are often used in lighting zones of the spatial roof to obtain good permeability and lighting effects. They are different from conventional steel truss arches in terms of failure mechanism and strength design because they have only transverse tubes without diagonal tubes between chords. The chords of the Vierendeel truss arch undertake axial, bending and shear actions while the transverse tubes only resist the bending action. Hence, their structural design against strength is different from conventional steel truss arches. However, this aspect is not well analyzed in literature. This study analyzed the in-plane instability mechanism, failure mode and corresponding strength of the Vierendeel truss arch under a uniform radial load, a full-span uniform vertical load, a half-span uniform vertical load and their combinations. The global in-plane elastic buckling load of the arch under a uniform radial load is derived firstly and an interaction design formula for predicting the global in-plane strength of the arch under a uniform axial compression is proposed. It is found that the chords of the arch may fail in fully sectional plastic moment mode. Transverse tubes may fail because of the end moments. Slender enough arches may also undergo global failure. Strength design equations for local chord failure and for global failure of arches are developed. All of the equations proposed for predicting global in-plane elastic budding, global in-plane ultimate strength and chord local strength of the arch agree quite well with the finite element results. (C) 2017 Elsevier Ltd. All rights reserved.
机译:空顶钢桁架拱经常用于空间屋顶的照明区域,以获得良好的渗透性和照明效果。它们在破坏机理和强度设计方面与传统的钢桁架拱不同,因为它们仅具有横向管,而弦之间没有对角管。 Vierendeel桁架拱的弦承担轴向,弯曲和剪切作用,而横向管仅抵抗弯曲作用。因此,它们在强度方面的结构设计不同于传统的钢桁架拱。但是,这方面在文献中没有得到很好的分析。这项研究分析了Vierendeel桁架拱在均匀径向载荷,全跨度均匀竖向载荷,半跨度均匀竖向载荷及其组合下的面内失稳机理,破坏模式和相应强度。首先推导了均匀径向载荷作用下拱的整体面内弹性屈曲载荷,并提出了一种在均匀轴向压缩作用下预测拱整体面内强度的相互作用设计公式。发现拱形的弦在全截面塑性力矩模式下可能会失效。由于末端力矩,横向管可能会失效。足够细长的拱门也可能会整体失效。建立了局部弦和整体拱破坏的强度设计方程。提出的用于预测整体面内弹性萌芽,整体面内极限强度和拱的弦局部强度的所有方程与有限元结果非常吻合。 (C)2017 Elsevier Ltd.保留所有权利。

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