Fatigue Crack Growth Prediction of a Pipe With a Circumferential Surface Flaw Using ΔJ and Reference Stress Method

Kiminobu Hojo, S. Kumagai
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Abstract

Fatigue crack growth calculation method beyond ΔK in codes and standards, like ASME Sec. XI or JSME rules for Fitness for Service has not been established even in Mode I. In the FDF-II Subcommittee of the nuclear research committee of the Japan Welding Engineering Society, an evaluation procedure for fatigue crack growth beyond small scale yielding using ΔJ has been investigated for several years. Since the evaluation procedure in the Subcommittee is to be incorporated into codes and standards, it should not be complex. Therefore the reference stress approach was tried to apply to calculate J-integral as a simplified procedure. Several formulae for J-integral calculation based on the reference stress approach were proposed by researchers. The authors joined the Subcommittee and performed finite element analyses for a sample problem to confirm the accuracy of those formulae, which were for a pipe with a circumferential part-through wall flaw subjected by bending load. The reference stress-based J, whose accuracy was confirmed by the authors, was applied to predict crack growth behaviors of pipes with a circumferential surface flaw under cyclic bending load conducted by other researches a decade ago. The difference of the failure cycles between the prediction and the experiment were nearly within a factor of 2. Since the verification of the simplified procedure was performed for just one case, more verification cases were needed to incorporate the procedure into codes and standards.
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利用ΔJ和参考应力法预测含周向表面缺陷的管道疲劳裂纹扩展
由于小组委员会的评价程序将纳入守则和标准,因此不应过于复杂。因此,尝试将参考应力法作为一种简化方法应用于j积分的计算。研究人员提出了几种基于参考应力法的j积分计算公式。作者参加了小组委员会,并对一个样品问题进行了有限元分析,以证实这些公式的准确性,这些公式是针对弯曲载荷作用下具有周向穿透壁缺陷的管道。基于参考应力的J,其准确性得到了作者的证实,十多年前已有研究将其应用于含周向表面缺陷的管道在循环弯曲载荷下的裂纹扩展行为预测。预测结果与试验结果的失效周期差值在2倍以内。由于简化程序的验证只针对一个案例,因此需要更多的验证案例来将该程序纳入规范和标准。
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