Leveraging Spatial Information in Smart Grids using STGCN for Short-Term Load Forecasting

C. Cheung, S. Kuppannagari, R. Kannan, V. Prasanna
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引用次数: 1

Abstract

The problem of predicting the behaviour of energy consumers (loads) in the next few intervals — Short-Term Load Forecasting (STLF) is critical to the success of several grid operations. Prediction at lower aggregation levels is difficult due to the high volatility of the data. Smart grid operations, and in turn any data generated as a result of them, exhibit high spatial correlations imposed due to the topology of the power distribution network as well as other latent factors such as similarity in neighborhood, socio-economic status, etc. While temporal information is usually leveraged in neural network structures like Recurrent or Convolutional Layers, the use of spatial information in load forecasting has not been explored. In this paper, we develop a Spatial-Temporal Graph Convolutional Network (STGCN) model for the problem of Short-Term Load Forecasting in Smart Grids. STGCNs specialize in capturing both spatial and temporal correlations in the data to obtain more accurate predictions. We also show that our model, by capturing both spatial and temporal correlations, is more robust to missing data than state-of-the-art prediction models. We perform detailed evaluation on a dataset based in Iowa, US with real power at a low aggregation level (5 ∼ 10 customers per datapoint) and show that our model predicts 3 hours ahead real load consumption with a Mean Absolute Error of 7.54% less than the best performing baseline model, and as much as 38.72% less in Root Mean Squared Error (RMSE) if the data has missing entries.
基于STGCN的智能电网空间信息短期负荷预测
预测未来几段时间内电力用户(负荷)的行为问题——短期负荷预测(STLF)对电网运行的成功至关重要。由于数据的高波动性,较低聚集水平的预测是困难的。智能电网运行,以及由此产生的任何数据,由于配电网络的拓扑结构以及其他潜在因素(如邻近地区的相似性、社会经济地位等)而表现出高度的空间相关性。虽然时间信息通常在神经网络结构中被利用,如循环层或卷积层,但空间信息在负荷预测中的使用尚未被探索。本文针对智能电网短期负荷预测问题,建立了一种时空图卷积网络(STGCN)模型。STGCNs专注于捕获数据中的空间和时间相关性,以获得更准确的预测。我们还表明,通过捕获空间和时间相关性,我们的模型对缺失数据的鲁棒性比最先进的预测模型更强。我们对美国爱荷华州的一个数据集进行了详细的评估,该数据集具有低聚合水平(每个数据点5 ~ 10个客户)的实际功率,并显示我们的模型预测提前3小时的实际负载消耗,平均绝对误差比性能最佳的基线模型小7.54%,如果数据有缺失项,则均方根误差(RMSE)少38.72%。
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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