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A probabilistic method for prioritizing repairs following an ILI crack tool run

机译:一种在ILI破解工具运行后优先进行维修的概率方法

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Following an ILI crack tool run, the operator must make decisions on digs and repairs. The traditional approach entails ranking flaws by means of deterministic burst pressure calculations. Some operators have begun to incorporate probabilistic methods into their decision process, but burst pressure is still the primary criterion. Aside from the fact that traditional pipeline fracture models contain severe modeling errors, ranking by burst pressure is not optimal when the line is subject to significant pressure cycling. The indications that pose the biggest threat may not be the largest flaws. Moderately-sized flaws near a pumping station discharge may fail sooner than larger flaws further downstream. The probabilistic framework presented herein provides a rational basis for prioritizing repairs following an ILI tool run. The model accounts for uncertainty in flaw dimensions and material properties. It also considers the pressure cycling at each flaw location, as well as time-dependent damage due to the initiation of fatigue cracks at seam weld flaws.
机译:在运行ILI裂纹工具之后,操作员必须对挖掘和维修做出决策。传统方法需要通过确定性的爆破压力计算来排名缺陷。一些运营商已开始将概率方法纳入他们的决策过程,但是爆破压力仍然是主要标准。除了传统的管道破裂模型包含严重的建模错误的事实外,当管道承受明显的压力循环时,按爆破压力进行分级也不是最佳选择。构成最大威胁的迹象可能不是最大缺陷。泵站出口附近的中等大小的缺陷可能比下游的较大缺陷更快地失效。本文介绍的概率框架为在ILI工具运行后确定维修优先级提供了合理的基础。该模型考虑了缺陷尺寸和材料特性的不确定性。它还考虑了每个缺陷位置处的压力循环,以及由于在缝焊缝处产生疲劳裂纹而造成的随时间而造成的损坏。

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