短期电力需求建模及负荷预测的机器学习方法比较

B. Banitalebi, S. S. Appadoo, A. Thavaneswaran, Md. Erfanul Hoque
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引用次数: 5

摘要

电是一种特殊的商品,必须随时保持可用。事实上,发电厂需要对电力需求有准确的预测,以便为客户提供足够的电力。最终用户能够建立自己的发电厂,以减少对电网的依赖。例如,屋顶光伏板在住宅用户中越来越受欢迎。太阳辐照度等气象变量在负荷预测中起着重要的作用。此外,温度也是电力需求的主要决定因素。在本文中,我们提出了一个短期负荷预测模型,该模型由每小时天气数据(包括季节变化)和历史负荷数据组成。机器学习算法,如支持向量回归(SVR),最小绝对收缩和选择算子(LASSO)回归和多层神经网络(NN)用于短期负荷预测。为了提高神经网络的预测精度(减小平均绝对误差),提出了一种双相位预测方法。在第一阶段,采用数据驱动双指数平滑(DDDES)生成电力负荷预测。在第二阶段,将第一阶段的预测结果输入到多层神经网络中,对电力需求进行更准确的预测。结果表明,神经网络优于其他两种方法。我们的数据分析显示了性能方面的显著改进,最大平均绝对误差(MAE)从367.26降低到115.30。
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Modeling of Short-Term Electricity Demand and Comparison of Machine Learning Approaches for Load Forecasting
Electricity is a special commodity that has to be kept available at all times. In fact, power plants need to have accurate forecast of electricity demand in order to provide enough electricity for customers. Final customers are able to establish their own power plants to decrease their dependency on the grid. For example rooftop photovoltaic panels are getting more popular among residential customers. It seems that meteorological variables such as solar irradiance play an important role in load forecasting. Moreover, temperature is also a main determinant of electricity demand. In this paper, we propose a model for shortterm load forecasting which consists of hourly weather data (including seasonal variation as well) and historical load data. Machine learning algorithms such as support vector regression (SVR), least absolute shrinkage and selection operator (LASSO) regression and a multilayer neural network (NN) are used for short-term load forecasting. In order to improve the forecast accuracy (smaller mean absolute error) of NN, we propose a dual phase forecasting method. In the first phase, data driven double exponential smoothing (DDDES) is used to generate electricity load forecasts. In the second phase, the results of first phase forecasting are fed into a multilayer NN to have more accurate forecasts of electricity demand. It is shown that NN outperforms the other two methods. Our data analysis shows a significant improvement in terms of performance where maximum mean absolute error (MAE) decreases from 367.26 to 115.30.
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