Computational procedure of performance assessment of lifetime index of products for the Weibull distribution with the progressive first-failure-censored sampling plan (Q1760815)
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scientific article; zbMATH DE number 6106295
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Computational procedure of performance assessment of lifetime index of products for the Weibull distribution with the progressive first-failure-censored sampling plan |
scientific article; zbMATH DE number 6106295 |
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Computational procedure of performance assessment of lifetime index of products for the Weibull distribution with the progressive first-failure-censored sampling plan (English)
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15 November 2012
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Summary: Process capability analysis has been widely applied in the field of quality control to monitor the performance of industrial processes. In practice, lifetime performance index \(C_L\) is a popular means to assess the performance and potential of their processes, where \(L\) is the lower specification limit. This study will apply the large-sample theory to construct a maximum likelihood estimator (MLE) of \(C_L\) with the progressive first-failure-censored sampling plan under the Weibull distribution. The MLE of \(C_L\) is then utilized to develop a new hypothesis testing procedure in the condition of known \(L\).
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process capability analysis
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lower specification limit
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0.9329854
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0.93085617
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0.91050047
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0.8749892
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0.8747205
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0.8623482
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0.85820806
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0.8548844
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0.84823936
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