模糊马尔可夫在电力系统可靠性计算中的应用

P. Binh, T. Khoa
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引用次数: 12

摘要

电力系统有许多组成部分;每一个都有三种状态:良好、故障或维护。系统的状态是其组件状态的组合。因此,系统在每一时刻的状态是其各组成部分状态的组合,系统共有3n个状态,其中n为组成部分的个数。马尔可夫模型利用转移概率和初始值对大状态空间进行计算是非常有用的。在实践中,有时我们不能得到C,, mup,等等的确切值,但是这些值有一些不确定性。这在发展中国家的电力系统中很常见,因为许多系统参数没有归一化。本文提出了模糊理论与马尔可夫模型的结合。该模型对系统的可靠性计算具有重要意义。采用a-cut技术,计算出t时刻的概率向量,从而建立系统的可靠性曲线
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Application of Fuzzy Markov in Calculating Reliability of Power Systems
A power system has many components; each of them has three states: good, failure or maintenance. The state of the system is a combination of its components' state. Thus, the state of the system in every moment is the combination of the states of its components, and there will be 3n states of the system, where n is number of components. Markov model is very useful in calculating with large state space by using transition probability and initial value. In practice, sometimes we can not have the exact values of C, lambda, mup, muc but with some uncertainty about these values. This is quite common for the power system in developing country, where many system parameters are not normalized. This paper presents the combination fuzzy theory and Markov model. The model is very useful to calculate system's reliability. Using a-cut technique, the probability vector at moment t can be calculated and then the reliability curve of system will be built
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