预测分析:评估故障率的准确性和故障模式的完整性

J. Bukowski, W. Goble
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引用次数: 1

摘要

本文介绍了一种我们称之为预测分析(PA)的基准测试技术。用于实现安全仪表功能(SIF)的元件(例如,压力变送器,微处理器,阀门等)的特定失效模式的恒定故障率(λ)的基准是使用由组成元件的恒定故障率和失效模式分布数据库支持的失效模式,影响和诊断分析(FMEDA)技术来预测的。该基准表示元件在其使用寿命期间固有的故障模式的λ。从现场失效数据(FFD)中估计出元件相同失效模式的λ,并与基准进行比较。基准λ和估计λ相差很大是很常见的。PA提供了一个程序,用于探索这些差异的解释,并评估相对于该元素的基准λ的估计元素λ的准确性。PA通常可以确定估计λ值的那一部分的来源,而不是元件固有的,但可能是由于婴儿死亡率,磨损或初始故障,系统故障或应用或站点特定问题等随机故障造成的。这个特定于站点的元素λ是最终用户需要解决的估计λ的一部分,以提高操作的可靠性和安全性。PA还可以评估FFD的质量,并有助于发现以前未知的元件失效模式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Predictive analytics: Assessing failure rate accuracy & failure mode completeness
This paper introduces a benchmarking technique we call predictive analytics (PA). The benchmark for the constant failure rate (λ) of a specific failure mode of an element (e.g., pressure transmitter, microprocessor, valve, etc.) used to implement a safety instrumented function (SIF) is predicted using the failure modes, effects and diagnostic analysis (FMEDA) technique supported by a database of constant failure rates and failure mode distributions for the components which comprise the element. This benchmark represents the λ of that failure mode inherent in the element during its useful life. The λ for the same failure mode of the element is estimated from field failure data (FFD) and compared to the benchmark. It is not uncommon for the benchmark λ and estimated λ to differ considerably. PA provides a procedure for exploring explanations of these differences and assessing the accuracy of the estimated element λ with respect to the benchmark λ of the element. PA can often determine the source of that portion of the estimated λ value not inherent to the element but likely due to random failures of infant mortality, wear out, or initial failures, to systematic failures, or to application or site specific issues. This site specific element λ is the portion of the estimated λ the end user needs to address to improve operational reliability and safety. PA can also assess the quality of FFD and can facilitate the discovery of previously unknown element failure modes.
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