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Weibull distribution's parameters in electrical insulation reliability assessment

机译:电绝缘可靠性评估中的威布尔分布参数

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Many parametric models are used for equally distributed random variables (without taking into account the time dependence of the onset of the system event from covariates). The Weibull's distribution is considered to be practically justified for statistical analysis in technical systems. However, there is a problem of distribution parameters finding. The accuracy of distribution parameters's estimates depends on the accuracy of the estimates of the hypothetical distribution parameters and on the proximity of the hypothetical distribution to the true distribution. There are different methods and approaches to unknown parameters finding. There are probabilistic and statistical methods. All of them give an approximate solution to the problem. We consider various methods for finding out the parameters of the Weibull's distribution and suggest a method to replace the distribution function of a given distribution by its probabilistic estimate in this article. The article provides the examples of unknown parameters finding by means of the maximum likelihood methods, substitution of the distribution function, specialized mathematical program as well as and their comparative estimation.
机译:许多参数模型用于同等分布的随机变量(不考虑系统事件从协变量开始的时间依赖性)。 Weibull的分布被认为实际上是技术系统中的统计分析。但是,存在分发参数发现的问题。分布参数估计的准确性取决于假设分布参数估计的准确性以及对真正分布的假设分布的附近。有不同的方法和接近未知参数发现。有概率和统计方法。所有这些都给出了近似解决问题的解决方案。我们考虑各种方法来查找Weibull分布的参数,并提出了一种方法来替换本文中其概率估计的给定分布的分布函数。本文提供了通过最大似然方法,分布函数,专用数学计划以及它们的比较估计的最大似然方法发现未知参数的示例。

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