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Formulation of stress concentration factors for concrete-filled steel tubular (CFST) K-joints under three loading conditions without shear forces

机译:在没有剪切力的三种负载条件下制定混凝土填充钢管(CFST)K关节的应力集中因子

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Concrete-filled steel tubular (CFST) K-joints have been widely applied to CFST trussed arch bridges in China, which are comprised of a concrete-filled circular hollow section (CHS) chord and two CHS braces. It has been experimentally revealed that hot spot stress (HSS) of CFST K-joints is significantly lower than those of empty tubular K-joints in the reported researches. However, no parametric formulae on stress concentration factors (SCFs) of CFST K-joints have been established. In present study, three-dimensional FE models for determining the SCF distributions around the chord-brace intersections of CFST K-joints were developed first. The validity of the FE modelling has been examined by comparing with the published experimental results. Then 272 FE models of CFST K-joints with different geometric dimensions were prepared and provided for the parametric study to demonstrate the influence of four key geometric parameters, i.e. diameter ratio (beta), diameter to thickness ratio of chord (2 gamma), thickness ratio (tau) and the angle (theta) between the axis of the chord and brace, on SCFs around the chord-brace intersection. The analysis was performed under three loading conditions, i.e. the basic balanced axial forces, axial compressive force in the chord and in-plane bending in the chord. Finally, parametric formulae to determine the SCFs in CFST K-joints were proposed by the multiple regression analysis, and their accuracy was demonstrated through the comparison of SCFs obtained by the proposed formulae and FEA.
机译:混凝土钢管(CFST)K关节已广泛应用于中国的CFST桁架拱桥,该曲线由混凝土填充的圆形空心部分(CHS)弦和两个CHS括号组成。它已经通过实验揭示了CFST K关节的热点应激(HSS)显着低于报告研究中的空管K关节。然而,已经建立了CFST k关节的应力集中因子(SCFS)的参数公式。在目前的研究中,首先开发了用于确定CFST K关节的CFST K-Connects围绕CFST K-Connects周围的SCF分布的三维Fe模型。通过与已发表的实验结果进行比较,研究了FE建模的有效性。然后制备272个CFST k关节的CFST k关节模型,并为参数研究提供了分级研究,以证明四个关键几何参数,即直径比(β),直径与弦(2伽马),厚度厚度的影响弦和支架的轴线之间的比率(tau)和角度(θ),在弦括号交叉周围的SCF上。分析在三个装载条件下进行,即基本平衡轴向力,弦中的轴向压缩力以及弦中的面内弯曲。最后,通过多元回归分析提出了参数公式以确定CFST K关节中的SCFS,通过比较所提出的公式和FEA获得的SCF来证明它们的准确性。

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