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Linear and Nonlinear Buckling Response and Imperfection Sensitivity of Cable-Stayed Masts and Pylons

机译:斜拉式桅杆和塔架的线性和非线性屈曲响应和不完善灵敏度

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摘要

An approximate analytical method for quantifying the lateral resistance offered by inclined cables to guyed towers, such as the pylons of cable-stayed bridges, is presented first. For this purpose, an analytical expression was derived for the evaluation of the pylon's effective buckling length. Taking into account the cables' inclination and prestressing and approximating the nonlinearity caused by sag using Dischinger's formula, the cables were substituted by horizontal translational springs of equivalent stiffness. Then, an analytical solution of the linear buckling load of the equivalent spring model was obtained. The presented analytical method can be very useful at the preliminary design stage. Then, the approximate results were compared to the ones extracted from geometrically nonlinear finite element analysis with imperfections (GNIA) of both the more exact cable-pylon model and the spring-pylon model. The results show that the critical buckling load is predicted with very good accuracy for a wide range of values of cable inclination and pre-tensioning and indicate an unstable post-buckling behavior. In- and out-of-plane buckling of pylons with single or multiple levels of cables, in either a fan or a harp arrangement, with either a fixed or a hinged base, is addressed. A parametric analysis showed a strong imperfection sensitivity leading to significantly smaller ultimate loads of the imperfect structures compared to the linear buckling loads.
机译:首先介绍一种近似的分析方法,用于量化斜拉索对斜拉桥塔(如斜拉桥塔)的侧向阻力。为此,导出了一个分析表达式,用于评估铁塔的有效屈曲长度。考虑到电缆的倾斜度和预应力,并使用Dischinger公式近似由下垂引起的非线性,用等效刚度的水平平移弹簧代替电缆。然后,获得了等效弹簧模型的线性屈曲载荷的解析解。提出的分析方法在初步设计阶段可能非常有用。然后,将近似结果与从几何非线性有限元分析中提取的结果进行比较,该分析具有更精确的电缆-塔模型和弹簧-塔模型两者的缺陷(GNIA)。结果表明,对于大范围的电缆倾角和预张紧值,可以非常准确地预测临界屈曲载荷,并且表明不稳定的后屈曲行为。解决了在具有固定或铰接基座的风扇或竖琴布置中采用单层或多层电缆的塔架的平面内和平面内屈曲问题。参数分析显示出强大的缺陷敏感性,与线性屈曲载荷相比,缺陷结构的最终载荷要小得多。

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