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首页> 外文期刊>Composite Structures >Influence of boundary conditions and geometric imperfections on lateral-torsional buckling resistance of a pultruded FRP I-beam by FEA
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Influence of boundary conditions and geometric imperfections on lateral-torsional buckling resistance of a pultruded FRP I-beam by FEA

机译:边界条件和几何缺陷对拉挤FRP工字梁有限元分析的横向扭转屈曲阻力的影响

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摘要

Presented are results from geometric non-linear finite element analyses to examine the Lateral Torsional Buckling (LTB) resistance of a Pultruded Fibre Reinforced Polymer (FRP) I-beam when initial geometric imperfections associated with the LTB mode shape are introduced. A data reduction method is proposed to define the limiting buckling load and the method is used to present strength results for a range of beam slendernesses and geometric imperfections. Prior to reporting on these non-linear analyses, Eigenvalue FE analyses are used to establish the influence on resistance of changing load height or displacement boundary conditions. By comparing predictions for the beam with either FRP or steel elastic constants it is found that the former has a relatively larger effect on buckling strength with changes in load height and end warping fixity. The developed finite element modelling methodology will enable parametric studies to be performed for the development of closed form formulae that will be reliable for the design of FRP beams against LTB failure.
机译:提出的是几何非线性有限元分析的结果,当引入与LTB模式形状相关的初始几何缺陷时,可检查拉挤纤维增强聚合物(FRP)工字梁的横向扭转屈曲(LTB)阻力。提出了一种数据缩减方法来定义极限屈曲载荷,该方法用于呈现一系列梁细长和几何缺陷的强度结果。在报告这些非线性分析之前,特征值有限元分析用于确定载荷高度变化或位移边界条件对阻力的影响。通过将梁的预测与FRP或钢的弹性常数进行比较,可以发现前者对屈曲强度的影响相对较大,且载荷高度和端翘曲固定性均发生变化。发达的有限元建模方法将使参数研究能够执行,以开发闭合形式公式,这对于设计针对LTB破坏的FRP梁将是可靠的。

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