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Estimation of the Number of Physical Flaws from Periodic ISI Data of SG Tubes Using Effective POD

机译:使用有效豆荚估计SG管周期ISI数据的物理缺陷数量

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It is necessary to know the number of flaws and their size distribution in order to calculate the probability of failure or to estimate the amount of leakage through the tube wall of steam generators. But in-service inspection (ISI) flaw data is different from the physical flaw data. In case of a single inspection, it is easy to estimate the number of physical flaws using the POD curve. However, we may be faced with some difficulties in obtaining the number of physical flaws from the periodic in-service inspection data. In this study a simple method for estimating the number of physical flaws from periodic in-service inspection data is proposed. In order to obtain the flaw growth history, the flaw growth is simulated using the Monte Carlo method and the flaw size and the corresponding POD value are obtained for each flaw at each periodic inspection time. The flaw growth rate used in the simulation is statistically calculated from the in-service inspection data. By repeating the simulation numerous flaw growth data can be generated and the effective POD curve can be obtained as a function of flaw size. From the effective POD curve the number of physical flaws and their size distributions are obtained. The effective POD value is affected by flaw growth rate and POD of the used inspection method. The usefulness and convenience of the proposed method is evaluated from several applications and satisfactory results are obtained.
机译:有必要了解缺陷的数量及其尺寸分布,以便计算失败的可能性,或者通过蒸汽发生器的管壁估计泄漏量。但在职检查(ISI)缺陷数据与物理缺陷数据不同。在单次检查的情况下,使用POD曲线易于估计物理缺陷的数量。但是,我们可能会面临一些困难,以获得从定期的在线检查数据中获得物理缺陷的数量。在这项研究中,提出了一种简单的方法,用于估计来自定期在局部检查数据的物理缺陷的数量。为了获得缺陷的生长历史,使用蒙特卡罗方法模拟缺陷的生长,并且在每个周期性检查时间的每个漏洞获得缺陷尺寸和相应的豆荚值。模拟中使用的缺陷生长速率从在线检查数据统计计算。通过重复模拟,可以产生许多缺陷的生长数据,并且可以获得有效的豆荚曲线作为缺陷尺寸的函数。从有效的POD曲线,获得物理缺陷的数量及其尺寸分布。有效的POD值受到使用的缺陷的生长速率和使用过的检查方法的豆荚。从几种应用中评估了所提出的方法的有用性和便利性,并获得了令人满意的结果。

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