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Semi-analytical orthotropic model for the prediction of the post-buckling behaviour of stiffened cylindrically curved steel panels under uniaxial compression

机译:半解析正交各向异性模型预测单轴压缩下加筋圆柱弯曲钢板的屈曲后行为

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Stiffened curved steel panels are increasingly used in structural applications in civil, naval and offshore engineering. Due to the incorporation of stiffeners these elements are able to withstand substantial loads with low material usage. However, design provisions to predict the strength of these elements are practically non-existent. The aim of this paper is to present a robust semi-analytical procedure for the prediction of the post-buckling behaviour of stiffened cylindrically curved steel panels under uniform uniaxial compression. The semi-analytical procedure is based on an orthotropic model with the number and geometry of the stiffeners properly taken into account. The procedure is based on nonlinear stability models based on large deflection theory incorporating initial imperfections and geometric nonlinearity. The problem is solved and the equilibrium paths are obtained through the Rayleigh-Ritz method. The validity of these computational models is assessed with the results of finite element analyses for different curvatures, aspect ratios, number and geometry of stiffeners yielding good results. Finally, a design oriented closed-form expression is derived for the second-order elastic behaviour of the stiffened panels. (C) 2018 Elsevier Ltd. All rights reserved.
机译:加筋的弯曲钢板越来越多地用于土木,海军和海上工程的结构应用中。由于加入了加强筋,这些元件能够以较低的材料使用量承受较大的载荷。但是,几乎没有用于预测这些元素强度的设计规定。本文的目的是提出一种鲁棒的半分析程序,用于预测在均匀单轴压缩下加筋的圆柱弯曲钢板的后屈曲行为。半解析过程基于正交各向异性模型,其中适当考虑了加劲肋的数量和几何形状。该过程基于非线性稳定性模型,该模型基于包含初始缺陷和几何非线性的大挠度理论。解决了问题,并通过瑞利-里兹方法获得了平衡路径。这些计算模型的有效性通过对不同曲率,纵横比,加劲肋的数量和几何形状的有限元分析结果进行评估,得出了良好的结果。最后,针对加筋板的二阶弹性行为导出了一种面向设计的闭合形式表达式。 (C)2018 Elsevier Ltd.保留所有权利。

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