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A study on probability of distribution loads based on expectation maximization algorithm

机译:基于期望最大化算法的配电负荷概率研究

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In a distribution power network, the load model has no certain pattern or predicted behaviour due to large range of data and changes in energy consumption for end-user consumers. Thus, a powerful analysis based on probabilistic structure is required. For this paper Gaussian Mixture Model (GMM) has been used. GMM is a powerful probability model that allows different types of load distributions to be presented as a combination of several Gaussian distributions. The parameters of GMM is unknown for large random data such as real load data and these parameters can be identified by Expectation Maximization (EM) algorithm. This paper presents a method to evaluate probabilistic load data concerning the time-evolution of any type of distribution load for any duration of time. The proposed method is explained through generated load data of 100 residential houses for duration of one year.
机译:在配电网络中,由于数据范围大以及最终用户消费者的能耗变化,负载模型没有确定的模式或预测行为。因此,需要基于概率结构的强大分析。本文使用了高斯混合模型(GMM)。 GMM是功能强大的概率模型,它允许将不同类型的载荷分布表示为几种高斯分布的组合。对于大型随机数据(例如实际负载数据),GMM的参数是未知的,并且可以通过期望最大化(EM)算法识别这些参数。本文提出了一种评估概率负载数据的方法,该数据涉及任何类型的分布负载在任何持续时间内的时间演化。通过生成100个住宅的负载数据,持续一年的时间来解释所提出的方法。

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