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GBT formulation to analyse the buckling behaviour of FRP composite open-section thin-walled columns

机译:GBT公式分析FRP复合开口薄壁柱的屈曲行为

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This paper presents a Generalised Beam Theory (GBT) formulation to analyse the local and global buckling behaviour of FRP (fibre-reinforced polymer) composite thin-walled columns with arbitrary open cross-sections, which takes into account both shear deformation and cross-section deformation effects. After describing the steps and procedures involved in performing the GBT cross-section analysis of an arbitrarily branched composite (laminate plate) thin-walled member, the paper addresses the numerical implementation of the proposed GBT formulation, carried out by means of the finite element method (GBT-based beam element) - particular attention is devoted to the derivation of the element linear and geometric stiffness matrices, which incorporate all the material coupling effects. In order to illustrate the application and capabilities of the proposed formulation and implementation, several numerical results are presented and discussed, dealing with the local and global buckling behaviour of FRP composite I-section columns with different ply orientations and stacking sequences. Taking advantage of the GBT modal features, deep insight is acquired on the complex composite member buckling mechanics, namely those involving bending-torsion or global-local coupling effects. In particular, one investigates the influence of (i) the constitutive assumption regarding the transverse extension occurring in the cross-section composite walls and (ii) the distribution of pre-buckling normal stresses (due to axial compression) on the buckling behaviour of 1-section columns. For validation purposes, the above results are compared with values recently reported in the literature and estimates obtained from shell finite element analyses.
机译:本文提出了一种广义梁理论(GBT)公式,以分析具有任意开放横截面的FRP(纤维增强聚合物)复合薄壁柱的局部和整体屈曲行为,同时考虑了剪切变形和横截面变形效果。在描述了对任意分支的复合材料(层压板)薄壁构件进行GBT截面分析所涉及的步骤和步骤之后,本文介绍了通过有限元方法进行的拟议GBT公式的数值实现。 (基于GBT的梁单元)-特别注意单元线性和几何刚度矩阵的推导,该矩阵包含所有材料耦合效果。为了说明所提出的配方和实施方案的应用和功能,提出并讨论了一些数值结果,处理了具有不同层定向和堆叠顺序的FRP复合I型截面柱的局部和整体屈曲行为。利用GBT的模态特征,对复杂的复合材料构件屈曲力学(即涉及弯曲扭转或整体局部耦合效应的屈曲力学)有深入的了解。特别是,有人研究了(i)关于横截面复合墙中发生的横向延伸的本构假设,以及(ii)预屈曲法向应力(由于轴向压缩)的分布对屈曲行为1的影响。节列。为了验证,将上述结果与文献中最近报道的值进行比较,并从壳有限元分析中获得估计值。

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