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首页> 外文期刊>IEEE Transactions on Reliability >Model Mis-Specification Analyses of Weibull and Gamma Models Based on One-Shot Device Test Data
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Model Mis-Specification Analyses of Weibull and Gamma Models Based on One-Shot Device Test Data

机译:基于一站式设备测试数据的Weibull和Gamma模型的模型规格不正确分析

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摘要

Model mis-specification is of great importance in reliability assessment. Different choices of probability models for fitting data may result in substantially different inferential results on some lifetime characteristics of interest. Gamma and Weibull models have been used extensively for modeling lifetime data. Hence, accelerated life models have been developed recently for one-shot device test data under both these models for making inference on mean lifetime as well as the reliability at use level. However, model mis-specification analyses between these two models have not been studied in this context. Here, we examine the effect of model mis-specification between gamma and Weibull models on the likelihood estimation and the inference on the mean lifetime and the reliability at some mission times based on one-shot device test data. Moreover, a distance-based test statistic and the Akaike information criterion as specification tests are studied for the purpose of model validation. A simulation study is carried out to evaluate the bias and coverage probabilities of confidence intervals under model mis-specification. The obtained results reveal that the effect of model mis-specification is negligible only when the sample size is small and when the accelerated and use levels are close, and that the use of specification test is quite important for an accurate reliability assessment.
机译:模型错误指定在可靠性评估中非常重要。用于拟合数据的概率模型的不同选择可能会导致对某些感兴趣的生命周期特征产生明显不同的推断结果。 Gamma和Weibull模型已被广泛用于建模寿命数据。因此,最近针对这两种模型的一次性测试数据开发了加速寿命模型,以推断平均寿命以及使用级别的可靠性。但是,尚未在这方面研究这两个模型之间的模型错误指定分析。在这里,我们基于一次测试的设备测试数据,检查了伽玛模型和威布尔模型之间模型错误指定对似然估计的影响以及在某些任务时间对平均寿命和可靠性的推断。此外,出于模型验证的目的,还研究了基于距离的测试统计数据和作为规范测试的Akaike信息标准。进行了仿真研究,以评估模型错误指定条件下置信区间的偏差和覆盖概率。获得的结果表明,仅当样本量较小且加速水平和使用水平接近时,模型错误指定的影响才可以忽略,并且使用规格测试对于准确的可靠性评估非常重要。

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