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Computing Accuracy Level of Tolerance Limits for Lifetime of k-out-of-n Systems
Maryam Vahidian , Mehran Naghizadeh Qomi
Abstract:   (2972 Views)

The problem of finding tolerance intervals receives very much attention in researches and is widely applied in industry. Tolerance interval is a random interval that covers a proportion of the considered population with a specified confidence level. In this paper, statistical tolerance limits including β-expected coverage tolerance limits and β-coverage γ-confidence tolerance limits for lifetime of k out of n systems with exponentially distributed component lifetimes. Then, we compute the accuracy of proposed tolerance limits and the number of failures needed to attain a desired accuracy level based on type-II right censored data. Finally, we extend our results to the Weibull distribution.

Keywords: Exponential distribution, Tolerance limits, Type-II censored data
Full-Text [PDF 3559 kb]   (708 Downloads)    
Type of Study: Research | Subject: Statistical Inference
Received: 2014/11/8 | Accepted: 2016/04/10 | Published: 2016/12/29
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Vahidian M, Naghizadeh Qomi M. Computing Accuracy Level of Tolerance Limits for Lifetime of k-out-of-n Systems. J. of Stat. Sci.. 2018; 11 (2)
URL: http://jss.irstat.ir/article-1-331-en.html


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مجله علوم آماری – نشریه علمی پژوهشی انجمن آمار ایران Journal of Statistical Sciences
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