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Determination of the elastic-plastic fracture mechanics Z-factor for alloy 182 weld metal flaws

机译:182合金焊缝金属弹塑性断裂力学Z因子的确定

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One of the ways that the ASME Section XI code incorporates elastic-plastic fracture mechanics (EPFM) in the Section XI Appendix C flaw evaluation procedures for circumferential cracks is through a parameter called Z-factor. This parameter allows the simpler limit-load (or Net-Section-Collapse) solutions to be used with a multiplier from EPFM analyses. This paper shows how 3-D finite element (FE) analyses were employed to investigate the sensitivity of the crack-driving force as a function of crack location (i.e., crack in the center of weld, or closer to the stainless or low alloy steel sides) in an Alloy 182 dissimilar metal weld (DMW), and how an appropriate (or equivalent) stress-strain curve was determined for use in the J-estimation schemes. The J-estimation schemes are then used to cover a wider range of variables, i.e., pipe diameters, cracks lengths, and also incorporate crack growth by ductile tearing. The Z-factor equations as a function of pipe diameter were calculated using the LBB.ENG2 J-estimation scheme along with the most conservative equivalent stress-strain curve from the FE analyses. The proposed Z-factor approach was then validated against an Alloy 182 DMW full-scale pipe test that had a circumferential through-wall crack in the fusion line. The predicted EPFM maximum load showed excellent agreement with the experimental result. Furthermore, it was shown that the proposed Z-factor equation is not sensitive to the location of the crack.
机译:ASME第XI节代码在第XI节附录C的圆周裂纹缺陷评估程序中纳入了弹塑性断裂力学(EPFM)的一种方式是通过称为Z因子的参数。此参数允许将更简单的极限载荷(或净截面折叠)解决方案与EPFM分析的乘数一起使用。本文展示了如何使用3-D有限元(FE)分析来研究裂纹驱动力的敏感性与裂纹位置(即,裂纹在焊缝中心,或更靠近不锈钢或低合金钢)的函数关系。合金182异种金属焊缝(DMW)中的两面),以及如何确定合适的(或等效的)应力-应变曲线以用于J估计方案。然后,将J估计方案用于覆盖更广泛的变量范围,即管道直径,裂纹长度,并通过延性撕裂合并裂纹扩展。使用LBB.ENG2 J估计方案以及有限元分析中最保守的等效应力-应变曲线,计算出Z因子方程作为管道直径的函数。然后,针对182 DMW合金全尺寸管道测试对提出的Z因子方法进行了验证,该测试在熔合线中具有周向贯穿壁裂纹。预测的EPFM最大负载与实验结果显示出极好的一致性。此外,表明所提出的Z因子方程对裂纹的位置不敏感。

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