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A comparison of the expected and statistical probability distribution of system failures

机译:系统故障预期统计概率分布的比较

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The possibility of applying the information theory in the problem of comparing the expected and statistical probability distribution of failures of a technical system are considered. The paper presents a brief analysis of the processes of additive and multiplicative growth of the system indicators, among which the probability of failure-free operation and failure rate were considered. These indicators were considered in order to analyze the reliability of the system. The increase in reliability of the indicators is associated with the fixing of the failure rate of the system elements and the construction of probability distributions. In order to compare the two distributions, a method for measuring uncertainty is proposed, which includes Shannon's measure of uncertainty, cross-entropy and Kullback-Leibler divergence. Together, they make it possible to determine the connection between the two different probability distributions of failures, to calculate the distance between the distributions, to identify the degree of difference between the real and desired state of the system during operation. An example of calculation confirming the importance of the participation of the offered method for measuring uncertainty in the problem of comparison of the expected and statistical probability distribution of system failures is given.
机译:考虑了在比较技术系统的失败的预期和统计概率分布问题中应用信息理论的可能性。本文介绍了对系统指标的添加剂和乘法生长的简要分析,其中考虑了无故障运行和故障率的可能性。考虑这些指标以分析系统的可靠性。指标的可靠性的增加与修复系统元素的故障率和概率分布的构造相关联。为了比较两个分布,提出了一种测量不确定性的方法,包括Shannon的不确定度,交叉熵和kullback-Leiverer发散的衡量标准。它们可以一起确定两个不同概率分布之间的连接,以计算分布之间的距离,以在操作期间识别系统的实际和期望状态之间的差异程度。给出了计算结果,确认提供了提供方法的参与的重要性来测量系统故障的预期和统计概率分布的比较问题中的不确定性。

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