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Behaviors and design method for distortional buckling of thin-walled irregular-shaped aluminum alloy struts under axial compression

机译:薄壁异形铝合金支撑杆轴向压缩变形屈曲行为及设计方法

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Since an aluminum alloy structural component can be manufactured through extrusion technology, the cross section can easily comprise various longitudinal stiffeners to strengthen the thin wall and to hold the partition wall panel. In this paper, experimental and numerical investigations on distortional buckling behaviors of thin walled irregular-shaped aluminum alloy stub columns under axial compression were carried out. Initial geometric imperfections of six extruded aluminum alloy columns were measured using LVDT. The ultimate strength, failure deformation, out-of-plane displacement and strain development of six test specimens were recorded and used to verify a Finite Element Model (FEM) developed by the finite element software ABAQUS. The open plates in the irregular-shaped section had low distortional buckling resistance, which causes the premature failure of the studied columns. 117 columns with different length and plate thickness were numerically simulated by the verified FEM to reveal the influences of plate thickness on column distortional buckling behaviors. The Direct strength method (DSM) was applied and it was essential to determine column distortional buckling stress before performing DSM to calculate column ultimate strength. A modified calculation method for distortional buckling stress of the irregular-shaped aluminum alloy columns was proposed. Distortional buckling stresses of 81 aluminum alloy columns with different plate thickness were analyzed by the FEM to evaluate the modified calculation method. It was accurate and more efficient to use the modified calculation method to calculate distortional buckling stress of the irregular-shaped aluminum alloy columns in DSM.
机译:由于可以通过挤压技术制造铝合金结构部件,因此横截面可以轻松地包含各种纵向加劲肋,以加强薄壁并固定分隔壁面板。本文对薄壁异形铝合金短柱在轴向压缩下的变形屈曲行为进行了实验和数值研究。使用LVDT测量了六个挤压铝合金柱的初始几何缺陷。记录了六个试样的极限强度,破坏变形,面外位移和应变发展,并用于验证由有限元软件ABAQUS开发的有限元模型(FEM)。异形截面中的开孔板抗变形屈曲性低,从而导致研究柱过早失效。通过验证的有限元方法对117根不同长度和板厚的柱进行了数值模拟,以揭示板厚对柱变形屈曲行为的影响。应用直接强度法(DSM),在执行DSM计算柱极限强度之前,确定柱变形屈曲应力至关重要。提出了一种改进的异形铝合金柱变形屈曲应力计算方法。通过有限元分析了81种不同板厚铝合金柱的屈曲屈曲应力,以评价改进的计算方法。使用改进的计算方法来计算DSM中不规则形状铝合金柱的变形屈曲应力是准确而有效的。

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