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Time Truncated Sampling Plan under Hybrid Exponential Distribution

机译:混合指数分布下的时间截断抽样方案

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The design of acceptance sampling plans for hybrid exponential distribution under a truncated life test is considered in this paper. In this work, experimental values are treated as observed values of exponential random variables whose mean is assumed to be a fuzzy variable in the sense of Liu [25]. A new chance distribution called hybrid exponential distribution is considered in this paper and its properties are investigated. Under the chance distribution, the question of developing time truncated sampling plan is considered. For various acceptance numbers, consumer's confidence levels and values of the ratio of the fixed experimental time to the specified median life, the minimum sample sizes required to ensure the specified median life are obtained. The operating characteristic function values of the given sampling plans and associated producer's risk are presented in the fuzzy environment. The results are illustrated with examples.
机译:本文研究了截断寿命试验下混合指数分布的验收抽样方案的设计。在这项工作中,实验值被视为指数随机变量的观测值,在Liu的意义上,其均值被认为是模糊变量[25]。本文考虑了一种称为混合指数分布的新机会分布,并对其性质进行了研究。在机会分配下,考虑了制定时间截断抽样计划的问题。对于各种接受数字,消费者的置信度和固定实验时间与指定中值寿命之比的值,可获得确保指定中值寿命所需的最小样本量。在模糊环境中给出了给定采样计划的操作特征函数值和相关的生产者风险。通过示例说明结果。

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