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Application of geometrically exact beam finite elements in the advanced analysis of steel and steel-concrete beam-columns;

机译:几何精确梁有限元在钢和钢混凝土梁柱高级分析中的应用;

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This paper aims at showing the potential of geometrically exact beam finite elements to assess, accurately, the non-linear behavior of steel and steel-concrete composite beam-columns. First, one discusses the formulation and implementation aspects of 2D/3D geometrically exact beam finite elements, including geometric imperfections, residual stresses and material non-linear laws for both steel and concrete. Then, a set of numerical examples is provided, to demonstrate the capabilities of the proposed finite elements. Finally, the finite elements are employed to investigate: (ⅰ) the buckling behavior of concrete encased steel I-section beam-columns and (ⅱ) the lateral-torsional buckling behavior of wide flange steel I section beams. The results obtained are then compared with the buckling loads provided by Eurocodes 3 (steel) and 4 (steel-concrete) and relevant conclusions/recommendations are drawn.
机译:本文旨在展示几何精确的梁有限元在准确评估钢和钢混凝土组合梁柱非线性行为方面的潜力。首先,我们讨论2D / 3D几何精确的梁有限元的制定和实现方面,包括钢和混凝土的几何缺陷,残余应力和材料非线性定律。然后,提供了一组数值示例,以演示所提出的有限元的功能。最后,采用有限元来研究:(ⅰ)包裹混凝土的I型截面钢梁的屈曲性能;(ⅱ)宽翼缘的I型钢截面梁的横向扭转屈曲性能。然后将获得的结果与欧洲规范3(钢)和欧洲规范4(钢-混凝土)提供的屈曲载荷进行比较,并得出相关的结论/建议。

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