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Numerical study of hybrid tubular K-joints with circular braces and square chord in stainless steel

机译:不锈钢圆括号和方弦混合式管状K型接头的数值研究

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This paper introduces a finite-element analysis (FEA) on hybrid tubular K-joints with circular braces and square chord in stainless steel. The finite-element models (FEMs) were established by using the shell element S4R for circular braces, square chord and welds. The FEMs were validated by comparing the failure modes, failure strengths and joint deformation curves obtained from the experiments and FEA. A parametric study was carried out on 162 FEMs to evaluate the influences of brace diameter/chord width ratio ((beta = d1/b(0)), brace/chord thickness ratio (tau = t(1)/t(0)), chord width/thickness ratio (2 gamma = b(0)/t(0)), overlap ratio (0 = (q/p) x 100%) of overlapped tubular K-joints and eccentricity (e) of gapped tubular K-joints. The numerical results show that the joint strengths of overlapped tubular K-joints increased with the increment of the beta, tau and O-v, values, as well as the decrement of the 2 gamma value, while the joint strengths of gapped tubular K-joints increased with the increment of the beta and tau values, as well as the decrement of the 2 gamma and e values. The comparison of the failure strengths with design strengths demonstrates that the design formulae of CIDECT and Australian/New Zealand Standard (AS/NZS) are generally unconservative, whereas the design strengths determined by Eurocode (EC3) and Chinese Code are relatively close to the failure strengths for overlapped tubular K-joints. The design formulae of AS/NZS are generally unconservative, whereas the design formulae of CIDECT, EC3 and Chinese Code are generally conservative for gapped tubular K-joints. The design equations are proposed by introducing the correction factors that considered the influences of geometrical parameters of beta, tau, 2 gamma and O-v, which were validated to be accurate for hybrid tubular K-joints in stainless steel.
机译:本文介绍了在不锈钢中带有圆括号和方弦的混合管状K型接头的有限元分析(FEA)。通过将壳单元S4R用于圆括号,方弦和焊缝,建立了有限元模型(FEM)。通过比较从实验和有限元分析获得的破坏模式,破坏强度和接头变形曲线来验证有限元。对162个FEM进行了参数研究,以评估撑杆直径/弦宽比((β= d1 / b(0)),撑杆/弦厚比(tau = t(1)/ t(0))的影响,弦宽/厚度比(2 gamma = b(0)/ t(0)),重叠管状K型接头的重叠率(0 =(q / p)x 100%)和有间隙管状K的偏心率(e)数值结果表明,重叠的管状K型接头的接头强度随β,tau和Ov值的增加以及2伽玛值的减小而增加,而带有间隙的管状K型接头的接头强度则随着-接头随着beta和tau值的增加以及2 gamma和e值的减少而增加。破坏强度与设计强度的比较表明,CIDECT和澳大利亚/新西兰标准(AS / NZS)通常是不保守的,而由欧洲规范(EC3)和中文规范确定的设计强度相对接近于失效强度hs用于重叠的管状K接头。 AS / NZS的设计公式通常是不保守的,而CIDECT,EC3和中文规范的设计公式对于带有间隙的管状K接头通常是保守的。通过引入考虑了β,tau,2 gamma和O-v的几何参数影响的校正因子,提出了设计方程,这些校正因子已被验证对于不锈钢中的混合管状K接头是准确的。

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