阶梯应力加速退化试验的规划

L. Tang, G. Yang, M. Xie
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引用次数: 84

摘要

估计高可靠性产品的长期性能一直是一个难题,因为加速寿命测试(ALT)涉及在高应力下进行测试,通常导致失败的次数太少,无法得出有用的推断。为了克服这一问题,加速退化测试(ADT)被提出作为预测高可靠性产品性能的一种手段。它要求人们识别出可能出现性能下降的性能度量,并随着时间的推移对其进行监控。这样就可以从退化路径中推断出产品的可靠性,而无需观察实际故障。虽然在ADT中不需要物理失效,但人们通常将失效定义为降解过程超过预先规定的阈值时的第一次失效,以便将降解路径与产品可靠性相关联。因此,在ADT下,产品的可靠性信息嵌入到被测单元的退化路径中。在本文中,我们研究了ADT的规划,其中测试应力在测试过程中从低应力到高应力逐步增加,使样品逐渐适应应力环境,从而避免过度应力。我们的目标是最小化测试成本,这是样本量,测试持续时间和检查次数的函数,以及获得必要精度水平的可靠性估计。来自降解路径的数据用于表征产品降解过程的适当随机模型。然后推导出最大似然估计量和使用应力下的平均寿命及其渐近方差。然后,在最小化测试成本的测试计划中,这种差异被用作约束。最优测试计划给出了最优样本量、每个中间应力水平下的检查次数和总检查次数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Planning of step-stress accelerated degradation test
Estimating the long term performance of highly reliable products has been a difficult problem as accelerated life testing (ALT), which involves testing at highly elevated stresses, often results in too few failures for drawing useful inferences. To overcome this problem, accelerated degradation testing (ADT) has been proposed as a means to predict performance for highly reliable products. It requires one to identify a performance measure that would exhibit degradation and to monitor it over time. Product reliability can then be inferred from the degradation paths without the need of observing actual failures. Although physical failures are not needed in ADT, one usually defines failure as the first time when the degradation process exceeds a pre-specified threshold, so that the degradation path can be correlated to product reliability. As a result, reliability information of a product is embedded in degradation paths of units tested under ADT. In this paper, we look into planning of an ADT in which the test stress is increased in steps from lower stress to higher stress during the test, so that specimens are gradually conditioned to the stressed environment thus avoiding over-stressing. Our objective is to minimize the cost of testing, which is a function of sample size, test duration and number of inspections, as well as obtaining a reliability estimate of a requisite level of precision. Data from degradation paths are used to characterize the appropriate stochastic model underlying the product degradation process. We then derive the maximum likelihood estimators and the mean life at the use stress and its asymptotic variance. This variance is then used as a constraint, in a test plan which minimizes the testing cost. The optimal test plan gives the optimal sample size, number of inspections at each intermediate stress level and number of total inspections.
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