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Structural response and continuous strength method design of slender stainless steel cross-sections

机译:细长不锈钢截面的结构响应和连续强度方法设计

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In current structural stainless steel design codes, local buckling is accounted for through a cross-section classification framework, which is based on an elastic, perfectly-plastic material model, providing consistency with the corresponding treatment of carbon steel cross-sections. Hence, for non-slender cross sections, the codified design stress is limited to the 0.2% proof stress without considering the pronounced strain hardening exhibited by stainless steels, while for slender cross-sections, the effective width method is employed without considering the beneficial effect of element interaction. Previous comparisons between test results and codified predictions have generally indicated over-conservatism and scatter. This has prompted the development of more efficient design rules, which can reflect better the actual local buckling behaviour and nonlinear material response of stainless steel cross-sections. A deformation based design approach called the continuous strength method (CSM) has been proposed for the design of stocky cross-sections, which relates the strength of a cross-section to its deformation capacity and employs a bi-linear (elastic, linear hardening) material model to account for strain hardening. In this paper, the scope of the CSM is extended to cover the design of slender stainless steel cross-sections under compression, bending and combined loading, underpinned by and validated against 794 experimental and numerical results. The proposed approach allows for the beneficial effect of element interaction within the cross-section, and is shown to yield a higher level of accuracy and consistency, as well as design efficiency, in the capacity predictions of slender stainless steel cross-sections, compared to the effective width methods employed in the current international design standards. Non-doubly symmetric sections in bending, which may be slender, but still benefit from strain hardening, are also discussed. The reliability of the CSM proposal has been confirmed by means of statistical analyses according to EN 1990, demonstrating its suitability for incorporation into future revisions of international design codes for stainless steel structures. (C) 2017 Elsevier Ltd. All rights reserved.
机译:在当前的结构不锈钢设计规范中,局部屈曲是通过横截面分类框架来解决的,该框架基于弹性的完美塑性材料模型,与碳素钢横截面的相应处理保持一致。因此,对于不细长的横截面,在不考虑不锈钢表现出明显的应变硬化的情况下,规范化的设计应力被限制为0.2%屈服强度,而对于细长的横截面,采用有效宽度方法而不考虑有益效果元素相互作用。测试结果与固定预测之间的先前比较通常表明过度保守和分散。这促使开发更有效的设计规则,可以更好地反映不锈钢横截面的实际局部屈曲行为和非线性材料响应。已经提出了一种基于变形的设计方法,称为连续强度方法(CSM),用于设计粗大的横截面,该方法将横截面的强度与其变形能力相关联,并采用双线性(弹性,线性硬化)应变硬化的材料模型。本文将CSM的范围扩展到涵盖受压,弯曲和组合载荷下细长不锈钢截面的设计,并通过794个实验和数值结果进行了验证。与细长不锈钢横截面的容量预测相比,所提出的方法可以使横截面内的元素相互作用产生有益的影响,并且在细长不锈钢横截面的容量预测中,这种方法显示出更高的准确性和一致性以及设计效率。当前国际设计标准中采用的有效宽度方法。还讨论了弯曲中的非双重对称截面,该截面可能很细长,但仍受益于应变硬化。 CSM提案的可靠性已通过根据EN 1990的统计分析得到了证实,表明其适用于将来不锈钢结构国际设计规范的修订。 (C)2017 Elsevier Ltd.保留所有权利。

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