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Numerical simulation of high strength cold-formed purlins in combined bending and shear

机译:高强度冷弯pur条组合弯曲与剪切的数值模拟

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The paper provides numerical nonlinear simulations, based on the finite element method (FEM) using the software package ABAQUS/Standard, of high strength C-section cold-formed steel purlins in shear and combined bending and shear. The simulations are compared with and calibrated against tests performed at the University of Sydney on a variety of section sizes and thicknesses. Studies of the effects of boundary condition, geometric imperfection, and element type as well as mesh size are included. Geometric imperfections are often taken as a scaled multiple of the eigenvalue modes. The selection of eigenmodes and their scaling is given in the paper. The accurate results of the numerical simulations show that finite element analysis can be used to predict the ultimate loads of thin-walled members including the post-buckling behavior of thin-walled sections in shear and combined bending and shear. It is demonstrated that finite element analysis can therefore be used to design and optimize thin-walled sections of high strength steel.
机译:本文基于有限元方法(FEM),使用ABAQUS / Standard软件包,对高强度C型截面冷弯型钢pur条进行了剪切以及弯曲和剪切的组合,提供了数值非线性模拟。将模拟与悉尼大学针对各种截面尺寸和厚度进行的测试进行比较并进行校准。研究包括边界条件,几何缺陷和元素类型以及网格尺寸的影响。几何缺陷通常被视为特征值模式的比例倍数。本文给出了本征模的选择及其缩放。数值模拟的准确结果表明,有限元分析可用于预测薄壁构件的极限载荷,包括薄壁截面在剪切作用下的屈曲后行为以及弯曲与剪切的组合。结果表明,有限元分析可用于设计和优化高强度钢的薄壁截面。

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