用分位数回归平均法预测短期光伏发电

D. S. Tripathy, B. Prusty, D. Jena
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引用次数: 3

摘要

全球对能源的需求不断增加,以开展各种日常活动,需要可再生能源与现有发电厂相结合。在过去的几十年里,光伏技术取得了巨大的发展。然而,光伏发电与电力系统的整合带来了许多规划和运营方面的挑战。在短期内,光伏一体化电力系统的实时运行需要对光伏发电的不确定性进行表征。概率框架,如分位数回归平均(QRA),已经成功地预测了负荷功率和电力现货价格。本文利用美国林肯市一个屋顶装置的历史记录,应用QRA来完成光伏发电的概率预测。本文的主要贡献是使用了两种合适的个体点预测模型,即自回归条件异方差模型和多元线性回归模型,相互补充,做出准确的分位数预测。该模型用于预测未来两周内四个主要季节的光伏发电情况。详细的结果分析表明,两种模型的结合比单独使用任何一种模型都能提高整体预测性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Short-Term PV Generation Forecasting Using Quantile Regression Averaging
The globally increasing demand for energy to carry out the various day-to-day activities needs renewable sources in conjunction with existing power plants. PV technology has seen tremendous growth over the past decades. However, the integration of PV generation to the power systems invites numerous planning and operational challenges. In the short-term, the real-time operation of PV-integrated power systems requires the characterization of the uncertainties associated with the PV generation. A probabilistic framework, such as the quantile regression averaging (QRA), has been successful in forecasting load power and electricity spot prices. This paper applies QRA to accomplish a probabilistic forecast of PV generation using its historical record from a rooftop installation at Lincoln, USA. This paper's main contribution is the use of two appropriate individual point forecasters, i.e., autoregressive conditional heteroscedastic and multiple linear regression models, to complement each other and make accurate quantile forecasts. The proposed model is used in the short-term forecasting of PV generation for the four major seasons up to two weeks ahead. A detailed result analysis shows that the combination of both models improves overall forecasting performance rather than using any of the models alone.
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