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Leveraging Degradation Testing and Condition Monitoring for Field Reliability Analysis With Time-Varying Operating Missions

机译:利用降解测试和状态监测进行时变操作任务的现场可靠性分析

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Traditionally, degradation testing and condition monitoring are used separately to investigate field reliability. Barriers are naturally formed between these two types of methods due to condition-discrepancies between lab testing and field monitoring, as well as time-varying missions among product population groups. In this paper, a joint framework for field reliability analysis is presented by integrating degradation testing data as well as mission operating information with condition monitoring observations. A coherent modeling strategy is introduced for the information integration by gradually adopting random effects, dynamic covariates, and marker processes into a baseline stochastic degradation model. In detail, random effects are introduced to cope with the inherent unit-to-unit variation. Dynamic covariates are adopted to deal with the external condition heterogeneity. Marker processes are used to account for the time-varying missions. To facilitate information integration and reliability analysis, the Bayesian method is used to implement parameter estimation and degradation analysis. The reliability assessment of products' populations, degradation prediction, and residual life prediction of individual products are investigated. Finally, an illustrative example for field degradation analysis of oil debris in a lubrication system of a machine tool's spindle system is presented. The effectiveness of information integration and the capability of degradation inference are demonstrated through this example.
机译:传统上,退化测试和状态监视是分开使用的,以研究现场可靠性。由于实验室测试和现场监测之间的条件差异以及产品人群之间随时间变化的任务,这两种方法之间自然会形成障碍。在本文中,通过将降级测试数据以及任务运行信息与状态监视观测结果进行集成,提出了用于现场可靠性分析的联合框架。通过逐步采用随机效应,动态协变量和标记过程到基准随机退化模型中,引入了一种用于信息集成的相干建模策略。详细地,引入随机效应以应对固有的单位间变化。采用动态协变量处理外部条件异质性。标记过程用于说明随时间变化的任务。为了促进信息集成和可靠性分析,使用贝叶斯方法进行参数估计和降级分析。研究了产品种群的可靠性评估,退化预测和单个产品的剩余寿命预测。最后,给出了在机床主轴系统的润滑系统中对油屑进行现场降解分析的示例。通过此示例演示了信息集成的有效性和降级推理的能力。

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