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首页> 外文期刊>Journal of Constructional Steel Research >Compressive strength equations for box-girder flanges stiffened with U-ribs in cable-supported bridges
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Compressive strength equations for box-girder flanges stiffened with U-ribs in cable-supported bridges

机译:用U形肋在电缆支撑的桥梁中加固箱梁法兰的抗压强度方程

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摘要

When primary bending moments and axial forces are applied to a wide steel box girder in a long-span cable-supported bridge, top or bottom flanges are subjected to longitudinal in-plane compressional forces. In order to evaluate the ultimate compressive strength of such U-rib stiffened flanges, a total of 36 geometrically different numerical finite element models were carefully established taking into account the practical ranges of panel length and plate thickness of wide box girder flanges. Ultimate strength analyses were accordingly conducted on these hypothetical models incorporating local and global modes as possible initial geometric imperfections and different methods of imposing residual stresses. According to the resulting relationships between strengths and plate-like or column-like behavior, a set of functions is proposed to predict compressive strength and their coefficients are numerically determined by a regression analysis. The nominal strengths obtained from the pro-posed equations are then quantitatively compared to those of the FHWA (Federal Highway Administration) pro-visions, Eurocode 3, and KHBDC & ndash;CSB (Korea Highway Bridge Design Code & ndash;Cable-Supported Bridges) specifications. The strength equations developed in this study are expressed as simple equations and provide re-liable strength predictions without any inherent subjectivity.(c) 2021 Elsevier Ltd. All rights reserved.
机译:当主弯矩和轴向力施加到长跨度电缆支撑的桥中的宽钢箱梁时,顶部或底部凸缘经受纵向面内压缩力。为了评估这种U形肋加强凸缘的极限抗压强度,考虑到宽箱梁法兰的面板长度和板厚的实际范围,总共36种几何不同数值有限元模型。因此,在这些假设模型中进行了最终的强度分析,该假设模型包含局部和全球模式,作为可能的初始几何缺陷和施加残余应力的不同方法。根据强度和板状或柱状行为之间的所得到的关系,提出了一组功能以预测压缩强度,并且它们的系数通过回归分析来数量地确定。然后与FHWA(联邦公路管理)Pro-Visions,Eurocode 3和KHBDC&Ndash的那些定量从Pro-造成方程获得的标称强度。CSB(韩国公路桥梁设计代码–电缆支撑的桥梁) 规格。本研究中开发的强度方程被表示为简单方程,并提供重复的强度预测,而无需任何固有的主体性。(c)2021 Elsevier Ltd.保留所有权利。

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