管道材料特性验证的替代抽样计划:频率论和贝叶斯统计方法

J. Ludlow
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引用次数: 0

摘要

建立和保存反映管道组成的准确记录是管道安全的一个关键方面。在美国,49 CFR 192为类似管道种群的管道材料特性验证提供了指导,包括为缺乏完整文件的种群制定替代抽样计划。但是,对于如何制定这样的计划以及如何处理到达的样品,该规范几乎没有提供指导。根据测量结果,存在各种统计方法来确定材料性能的下限。一方面,频率论(或经典)方法有时更容易理解和实现。另一方面,贝叶斯方法允许结合自然先验信息来改进估计。估计屈服强度(YS)往往是一个备选抽样计划的最重要的目标之一。本文介绍了频率论和贝叶斯统计方法的研究,以开发一个下界的YS使用模拟替代抽样计划。模拟了具有不同分布假设的各种假设管道种群,表明管厂的不同可能制造模式,然后在频率主义者和贝叶斯统计方法下对每个模拟种群进行了备选抽样计划。对于每种方法,估计得到的YS下界,并与真实的总体下界进行比较。这种直接比较是可能的,因为可以获得模拟种群的全部信息。比较了每种统计方法的相对优点,并就哪种方法最合适提出了建议。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Alternative Sampling Plans for Verification of Pipeline Material Properties: Frequentist and Bayesian Statistical Approaches
The creation and retention of accurate records reflecting the makeup of a pipeline is a critical aspect of pipeline safety. In the U.S., 49 CFR 192 provides guidance on the verification of pipeline material properties for populations of like pipe, including the development of alternative sampling plans for populations that lack complete documentation. But the code provides little guidance on how to formulate such a plan and how to process the samples as they arrive. Various statistical approaches exist for developing lower bounds on material properties based upon measurements. On one hand, frequentist (or classical) approaches are sometimes simpler to understand and implement. On the other hand, Bayesian approaches allow for the incorporation of natural prior information to improve the estimate. Estimating the yield strength (YS) is often one of the most important objectives of an alternative sampling plan. This paper presents a study of frequentist and Bayesian statistical approaches to developing a lower bound on YS using simulations of alternative sampling plans. Various hypothetical pipe populations with different distribution assumptions, indicative of different possible manufacturing patterns at the pipe mill, are simulated then alternative sampling plans are conducted for each simulated population under both frequentist and Bayesian statistical approaches. For each approach, the resulting lower bound on YS is estimated and compared with the true population lower bound. This direct comparison is possible since full information on the simulated populations is available. The relative merits of each statistical approach are compared, and recommendations about which approaches are most suitable are provided.
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