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Improving aggregated baseline load estimation by Gaussian mixture model

机译:高斯混合模型改善聚集基线负荷估计

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With the liberalization of the retail market, new parties such as load aggregators are participating in the demand response (DR). Aggregated baseline load (ABL) estimation provides a basis for aggregators to quantify the total responsiveness. This paper aims to improve the ABL estimation accuracy by using Gaussian mixture model (GMM). Modeling the distribution of consumption patterns by Gaussian distributions, GMM first divides the customers into several groups. Then, support vector regression (SVR) is utilized to estimate the baseline load over each group. And the estimated loads are summed up to form the final result. We make comprehensive comparisons in the case study. The results prove that the proposed method can improve the ABL estimation accuracy. And it is better than similar day, exponential moving average, and other regression model-based estimation methods.
机译:随着零售市场的自由化,负荷聚集器等新各方正在参与需求响应(DR)。聚合基线负载(ABL)估计为聚合器提供了量化总响应性的基础。本文旨在通过使用高斯混合模型(GMM)来提高ABL估计精度。通过高斯分布模拟消费模式的分布,GMM首先将客户划分为几个组。然后,使用支持向量回归(SVR)来估计每个组上的基线负载。并且估计的负载总结为形成最终结果。在案例研究中我们进行了全面的比较。结果证明了所提出的方法可以提高ABL估计精度。并且它优于类似的日期,指数移动平均值和其他基于回归模型的估计方法。

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