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Ultimate capacity of I-slender section columns

机译:I型细长型色谱柱的极限容量

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The design provisions in most codes of practice usually use the concept of effective width to account for the presence of local buckling when calculating the ultimate capacity of slender sections. The expressions used to calculate this effective width are function of many variables. One of these variables is the state of stress within the section. This state of stress is usually calculated from the ultimate strength curves of compact sections based on the member slenderness ratio only. In this paper a non-linear finite element model is made to investigate the variation of this state of stress along with flange and web width-thickness ratios of slender I-sections for different member slenderness ratios. A group of slender I-sections that varied in their flange and web width-thickness ratios are chosen. A wide range of column slenderness ratios is selected to draw complete ultimate strength curves. Results show that the ultimate stress greatly depends on the interaction between the flange and web width-thickness ratios as well as on the member slenderness ratio. The ultimate strength curves are different from those of compact sections especially for members with low and intermediate member slenderness ratios. A proposed strength equation, which is function of the flange and web width-thickness ratios besides member slenderness ratio, is given. Finally, results are compared with the different design specifications.
机译:在大多数实务规范中,设计规定通常使用有效宽度的概念来计算细长截面的极限承载力时考虑到局部屈曲。用于计算此有效宽度的表达式是许多变量的函数。这些变量之一是截面内的应力状态。这种应力状态通常仅根据构件的细长比从紧密截面的极限强度曲线计算得出。本文建立了一个非线性有限元模型,以研究这种应力状态随细长I型截面的法兰和腹板宽度-厚度比在不同构件细长比下的变化。选择一组细长的I型截面,这些I型截面的凸缘和腹板宽度-厚度比有所不同。选择广泛的柱长比,以绘制完整的极限强度曲线。结果表明,极限应力在很大程度上取决于凸缘与腹板宽度-厚度比之间的相互作用以及构件的细长比。极限强度曲线与紧凑型截面的曲线不同,特别是对于具有低和中等构件细长比的构件而言。给出了一个建议的强度方程,该方程是除构件细长比外的凸缘和腹板宽度-厚度比的函数。最后,将结果与不同的设计规范进行比较。

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