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Inelastic buckling and strengths of steel Ⅰ-section arches with central torsional restraints

机译:带有中心扭转约束的Ⅰ型钢拱的非弹性屈曲和强度

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The elastic flexural-torsional buckling behaviour of arches with a central elastic torsional restraint has been reported elsewhere by the authors, and it was found that a central elastic torsional restraint restricts the buckling shape of an elastic arch and increases its elastic buckling resistance. However, both the inelastic buckling and strength of arches with a central elastic torsional restraint have hitherto not been investigated. It is not known whether the threshold stiffness for elastic buckling can be applied to arches which buckle inelastically, nor is it known how to determine the strength of steel arches with a central elastic torsional restraint. This paper modifies a finite element model for the nonlinear inelastic flexural-torsional analysis of steel Ⅰ-section arches by including the effects of elastic restraints, and uses it to investigate the influence of central elastic torsional restraints on the inelastic flexural-torsional buckling and strength of steel Ⅰ-section arches. It is found that a central elastic torsional restraint increases the strength of steel arches, but that the increase in strength decreases as the modified slenderness of the arches decreases. The threshold value of the stiffness of a central elastic torsional restraint at which the inelastic strength of an arch is equal to that of the corresponding arch with a rigid restraint is related to both the modified slenderness and included angle of the arch. For an arch with a low modified slenderness and with a small included angle which buckles inelastically, the threshold restraint stiffness is much smaller than that for an arch which buckles elastically. Design formulae for the strengths of steel Ⅰ-section arches in uniform bending and in uniform compression with a central elastic torsional restraint are proposed. Comparisons with finite element results show that the proposed formulae provide good predictions for the strength of thin-walled steel Ⅰ-section arches with a central elastic torsional restraint.
机译:作者在其他地方已经报道了具有中央弹性扭转约束的拱的弹性挠曲-屈曲屈曲行为,并且发现中央弹性扭转约束限制了弹性拱的屈曲形状并增加了其弹性屈曲阻力。然而,迄今尚未研究具有中央弹性扭转约束的拱的非弹性屈曲和强度。尚不知道是否可以将弹性屈曲的阈值刚度应用于非弹性弯曲的拱形,也不知道如何确定具有中央弹性扭转约束的钢拱的强度。本文通过考虑弹性约束的影响,修改了Ⅰ型钢拱的非线性非弹性挠曲-扭转分析的有限元模型,并研究了中央弹性扭转约束对非弹性挠曲-挠曲屈曲和强度的影响。钢铁Ⅰ型截面拱门。发现中央弹性扭转约束增加了钢拱的强度,但是强度的增加随着拱的改进的细长度减小而减小。中央弹性扭转约束的刚度的阈值与拱的改变的细长度和夹角两者有关,在该弹性弹性约束的拱的无弹性强度等于相应的具有刚性约束的拱的强度。对于修长度低,非弹性弯曲的夹角较小的拱门,其阈值约束刚度远小于弹性弯曲的拱门。提出了在中心弯曲扭转约束下均匀弯曲和均匀压缩的Ⅰ型钢拱的强度设计公式。与有限元结果的比较表明,所提出的公式为具有中心弹性扭转约束的薄壁Ⅰ型钢拱的强度提供了良好的预测。

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