论文标题

智能网格系统中的能源预测:对最新技术的评论

Energy Forecasting in Smart Grid Systems: A Review of the State-of-the-art Techniques

论文作者

Kaur, Devinder, Islam, Shama Naz, Mahmud, Md. Apel, Haque, Md. Enamul, Dong, ZhaoYang

论文摘要

能源预测在涉及各种应用的智能电网(SG)系统中起着至关重要的作用,例如需求侧管理,负载脱落和最佳调度。考虑到SG数据中的不确定性和颗粒状,在确保最小可能的预测误差的同时管理有效的预测是当今电网构成的主要挑战之一。本文提出了针对SG系统的最新预测方法的全面且面向应用的综述,以及考虑不同模型和体系结构的概率深度学习(PDL)的最新发展。通过对能源预测的适用性进行了广泛的研究,包括统计,机器学习(ML)和深度学习(DL)在内的传统观点预测方法。此外,还研究了混合动力和数据预处理技术对支持预测性能的重要性。使用维多利亚时代的电力消耗和美国电力(AEP)数据集进行了比较案例研究,以分析点和概率预测方法的性能。该分析表明,在点预测方法之间具有适当的超参数调整的长期任期内存(LSTM)模型的较高精度,尤其是当样本量较大并且涉及具有长序列的非线性模式时。此外,作为概率方法,贝叶斯双向LSTM(BLSTM)在最小弹球评分和根平方误差(RMSE)方面表现出最高精度。

Energy forecasting has a vital role to play in smart grid (SG) systems involving various applications such as demand-side management, load shedding, and optimum dispatch. Managing efficient forecasting while ensuring the least possible prediction error is one of the main challenges posed in the grid today, considering the uncertainty and granularity in SG data. This paper presents a comprehensive and application-oriented review of state-of-the-art forecasting methods for SG systems along with recent developments in probabilistic deep learning (PDL) considering different models and architectures. Traditional point forecasting methods including statistical, machine learning (ML), and deep learning (DL) are extensively investigated in terms of their applicability to energy forecasting. In addition, the significance of hybrid and data pre-processing techniques to support forecasting performance is also studied. A comparative case study using the Victorian electricity consumption and American electric power (AEP) datasets is conducted to analyze the performance of point and probabilistic forecasting methods. The analysis demonstrates higher accuracy of the long-short term memory (LSTM) models with appropriate hyper-parameter tuning among point forecasting methods especially when sample sizes are larger and involve nonlinear patterns with long sequences. Furthermore, Bayesian bidirectional LSTM (BLSTM) as a probabilistic method exhibit the highest accuracy in terms of least pinball score and root mean square error (RMSE).

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