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Discussion on Adaptability of Hellier's Equation (1990) in Stress Analysis of Welded Tubular Structures

机译:Hellier方程(1990)在焊接管结构应力分析中的适应性探讨

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Stress distribution in the hot spot stress region is critical to assess the fatigue life of welded tubular structures in offshore engineering. However, the methods to analyze the stress distribution along the weld toe are very scarcely reported in the literature. Hellier et al. (1990) presented a parametric equation for predicting the stress distribution of tubular T- and Y-joints based on the finite element analysis results. This parametric equation is very convenient in practical design. However, the accuracy of this equation is not verified. In this paper, both experimental measurement and finite element analysis have been carried out to investigate the stress distribution for tubular T-joints under axial loading, and thus to evaluate the adaptability of Hellier's equation (1990). It is found that Hellier's equation (1990) is not suitable for predicting the stress distribution of tubular T-joints when the chord thickness is much bigger. Therefore, cautions should be taken in engineering practice when Hellier's equation (1990) is used for design purposes.
机译:热点应力区域中的应力分布对于评估海上工程中焊接管状结构的疲劳寿命至关重要。然而,文献中很少报道分析沿焊趾的应力分布的方法。 Hellier等。 (1990年)提出了一个基于有限元分析结果预测管状T型接头和Y型接头应力分布的参数方程。该参数方程在实际设计中非常方便。但是,该方程式的准确性尚未得到验证。本文通过实验测量和有限元分析来研究管状T型接头在轴向载荷下的应力分布,从而评估Hellier方程(1990)的适应性。发现当弦厚大得多时,Hellier方程(1990)不适合预测管状T形接头的应力分布。因此,在将Hellier方程(1990)用于设计目的时,在工程实践中应谨慎行事。

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