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Probabilistic baseline estimation via Gaussian process

机译:通过高斯过程进行概率基线估计

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Demand response aims at utilizing flexible loads to operate power systems in an economically efficient way. A fundamental question in demand response is how to conduct a baseline estimation to deal with increasing uncertainties in power systems. Unfortunately, traditional baseline estimation lacks the ability to characterize uncertainties due to their deterministic modeling. This deficiency often results in erroneous system operations and miscalculated payments that discourage participating customers. In this paper, we propose a Gaussian process-based approach to mitigate the problem. It features the ability to use all historical data as a prior knowledge, and adjust the estimation according to similar daily patterns in the past. To characterize the uncertainties, this method provides a probabilistic estimate that can be used to not only increase estimation confidence for system operators but also to fairer treatment to customers. Finally, simulation results from Pacific Gas and Electric Company data show that this new method can produce a highly accurate estimate, which dramatically reduces the uncertainties inherent in the distribution power grid. Such a work opens the door for power system operation based on probabilistic estimate.
机译:需求响应旨在利用灵活的负载以经济高效的方式运行电力系统。需求响应中的一个基本问题是如何进行基线估算以应对电力系统中不断增加的不确定性。不幸的是,传统的基线估计由于其确定性模型而缺乏表征不确定性的能力。这种缺陷通常会导致错误的系统操作和错误的付款方式,从而阻碍参与的客户。在本文中,我们提出了一种基于高斯过程的方法来缓解该问题。它具有将所有历史数据用作先验知识并根据过去类似的日常模式调整估算值的功能。为了表征不确定性,此方法提供了概率估计,该估计不仅可以用于增加系统操作员的估计置信度,而且可以为客户提供更公平的待遇。最后,来自太平洋天然气和电力公司数据的仿真结果表明,这种新方法可以产生高度准确的估算值,从而大大降低了配电网固有的不确定性。这样的工作为基于概率估计的电力系统运行打开了大门。

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