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Buckling behaviour of thin-walled aluminium and stainless steel columns using Generalised Beam Theory

机译:薄壁铝和不锈钢柱使用广义光束理论的屈曲行为

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A modification/extension of the available (isotropic) Generalised Beam Theory (GBT) is presented, which enables its application to study the buckling behaviour of thin-walled columns made of non-linear elastic-plastic materials, such as aluminium or stainless steel alloys. In particular, attention is focused on describing and discussing the specific modifications that must be incorporated in the usual GBT procedure to handle non-linear materials. Next, since GBT includes genuine folded-plate theory concepts, some attention is devoted to the evaluation of the adequate instantaneous elastic moduli, an issue that involves the choice of a set of flow and strain-hardening rules and has implications on the GBT procedure. Finally, in order to validate and illustrate the application and capabilities of the proposed non-linear GBT, some numerical results are presented and discussed. They concern uniformly compressed rectangular plates and lipped channel columns and the material behaviour is described by the J_2 flow theory of plasticity.
机译:提出了可用(各向同性)广义梁理论(GBT)的改性/延伸,这使其应用于研究由非线性弹性塑料材料如铝或不锈钢合金制成的薄壁柱的屈曲行为。特别是,注意力集中在描述和讨论必须结合在通常的GBT过程中以处理非线性材料的具体修改。接下来,由于GBT包括真正的折叠板理论概念,因此致力于评估足够的瞬时弹性模量,这是一种涉及选择一组流动和应变硬化规则的问题,并且对GBT程序具有影响。最后,为了验证和说明所提出的非线性GBT的应用和能力,提出并讨论了一些数值结果。它们涉及均匀压缩的矩形板和唇沟道柱,并且材料行为由J_2流动性的可塑性描述。

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