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Steady-State Availability Estimation Using Field Failure Data

机译:使用现场故障数据进行稳态可用性估计

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This paper introduces a novel technique for computing confidence limits associated with steady-state availability estimation using field failure data. The proposed Cumulative Downtime Distribution (CDD) method implements a simple, though powerful, availability inference procedure based on the statistical properties of the distribution of sample means of the cumulative system outage time. Another advantage of this new approach over more traditional estimation methods is that it makes no assumptions regarding the lifetime or time to repair distributions of the system under observation. A simulation model was developed to compare the coverage probability of the confidence limits computed using the CDD method and the more traditional Two-State Equivalent (TSE) method. Simulation runs are used to support that confidence intervals determined with the CDD method seem to be exact. On the other hand, confidence intervals determined using the TSE method seem to be only approximated. Additionally, the CDD method was shown to provide an excellent framework for the application of other statistical inference procedures such as hypothesis testing. Our future research intends to verify the quality of the CDD method using more complex system models and more exhaustive simulation experiments. We also want to verify the algorithm behavior applied to deployed systems with different maturity levels.
机译:本文介绍了一种用于使用场故障数据计算与稳态可用性估计相关的置信限制的新技术。所提出的累积停机时间分布(CDD)方法基于累积系统中断时间的样本装置分布的统计特性实现简单的恒定可用性推断过程。这种新方法对更传统的估计方法的另一个优点是它没有关于在观察中修复系统的分布的寿命或时间的假设。开发了一种模拟模型来比较使用CDD方法和更传统的两态等效(TSE)方法计算的置信限制的覆盖概率。模拟运行用于支持使用CDD方法确定的置信区间似乎是精确的。另一方面,使用TSE方法确定的置信区间似乎仅近似。另外,显示CDD方法为应用其他统计推理程序(如假设检测)提供优异的框架。我们未来的研究旨在验证使用更复杂的系统模型和更详尽的仿真实验的CDD方法的质量。我们还希望验证应用于具有不同成熟度水平的已部署系统的算法行为。

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