Probability prediction method of branch crossing risk based on gaussian mixture model

Shaofang Wang, Li Li, Miao Wang, Zhihong Li, Yin Zhang, Bo Sun
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Abstract

In this paper, a probability prediction method based on gaussian mixture model is proposed to predict the risk of branch exceeding the limit. Firstly, according to the minimum and maximum value of active power, each aggregate load in the regional power grid is divided into several sections, i.e. several states of aggregate load. Based on the high-order Markov chain technology, the probability distribution of the state vector of active power at the next time of aggregate load in the regional power grid is given. On this basis, the Gaussian mixture model of each aggregate load is established, and each state of active power of each aggregate load is regarded as a probability distribution in the Gaussian mixture model, thus the gaussian mixture model of active power of each aggregate load is established. Based on the road matrix, the probability distribution function of the active power of each branch of the regional power grid is given, and then the probability distribution function of the active power of the branch at the next time is obtained, which provides the probability information for judging the next time limit of the branch. The effectiveness of the proposed method is verified by an example.
基于高斯混合模型的分支交叉风险概率预测方法
本文提出了一种基于高斯混合模型的概率预测方法来预测支路超过极限的风险。首先,根据有功功率的最小值和最大值,将区域电网中的每一个总负荷划分为若干分段,即总负荷的若干状态。基于高阶马尔可夫链技术,给出了区域电网下一时刻总负荷下有功功率状态向量的概率分布。在此基础上,建立了各群负荷的高斯混合模型,将各群负荷的各状态有功功率视为高斯混合模型中的一个概率分布,从而建立了各群负荷有功功率的高斯混合模型。基于道路矩阵,给出区域电网各支路有功功率的概率分布函数,进而得到该支路下一时刻有功功率的概率分布函数,为判断该支路下一时刻的时限提供概率信息。通过算例验证了该方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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