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Reliability of consecutive k-out-of-n: F system under incomplete information

机译:在不完整信息下,连续k-out-n的可靠性

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Most studies of consecutive k-out-of-n: F system assume that the component lifetime distributions are known precisely, this implies the reliability of component is known. However it is difficult to expect this assumption is fulfilled, (such as software, human-machine systems). Therefore the paper considers the reliability of consecutive k-out-of-n: F system by using imprecise probability theory under the condition, that there is only some partial information about the component lifetime distribution. The exact formulas are obtained when k is 2; an algorithm is put forward. Finally an example is illustrated.
机译:大多数关于连续K-OUT-N:F系统的研究假定是确切地说已知组件寿命分布,这意味着成分的可靠性已知。 然而,很难期望实现这种假设,(例如软件,人机系统)。 因此,本文考虑了通过在条件下使用不精确的概率理论的连续K-OUT-OF-N:F系统的可靠性,即只有关于组件寿命分布的一些部分信息。 当K为2时获得确切的配方; 提出了一种算法。 最后说明了一个例子。

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