Probabilistic prediction of wind farm power generation using non-crossing quantile regression

IF 4.6 2区 计算机科学 Q1 AUTOMATION & CONTROL SYSTEMS Control Engineering Practice Pub Date : 2025-03-01 Epub Date: 2025-01-03 DOI:10.1016/j.conengprac.2024.106226
Yu Huang , Xuxin Li , Dui Li , Zongshi Zhang , Tangwen Yin , Hongtian Chen
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Abstract

The probabilistic prediction of energy generation by a wind farm quantifies the volatility of wind power. Thus, accurate probabilistic predictions can provide valuable information for grid dispatching and a basis for reliability assessment for safe operation. However, the inherent stochasticity and instability of wind power generation and the quantile crossover problem of traditional quantile regression neural networks pose challenges for prediction. Therefore, this study proposes a wind power probabilistic prediction model using a non-crossing quantile regression neural network (NCQRNN). A data preprocessing method using time-varying filtering empirical mode decomposition (TVFEMD) is introduced to reduce the volatility and sophistication of the wind power series. The NCQRNN model is designed to incorporate the monotonicity constraints and predict the results of multiple quantiles simultaneously. Furthermore, the predicted conditional quantiles are mathematically proven to not exhibit any crossover phenomena. The wind power data from Elia Grid, Belgium, is used to verify the prediction effectiveness of the proposed method. The obtained results indicate that the proposed probabilistic prediction model addresses the quantile crossover issue while adequately extracting the nonlinear and temporal features of the wind power series. This method accurately quantifies the uncertainty of wind power with high prediction efficiency and accuracy.
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基于非交叉分位数回归的风电场发电概率预测
风力发电场发电的概率预测量化了风力发电的波动性。因此,准确的概率预测可以为电网调度提供有价值的信息,并为电网安全运行的可靠性评估提供依据。然而,风力发电固有的随机性和不稳定性以及传统分位数回归神经网络的分位数交叉问题给预测带来了挑战。因此,本研究提出了一种基于非交叉分位数回归神经网络(NCQRNN)的风电概率预测模型。提出了一种基于时变滤波经验模态分解(TVFEMD)的数据预处理方法,以降低风电功率序列的波动性和复杂度。NCQRNN模型旨在结合单调性约束,同时预测多个分位数的结果。此外,预测的条件分位数在数学上被证明不会出现任何交叉现象。以比利时Elia电网的风电数据为例,验证了该方法的预测效果。结果表明,所提出的概率预测模型在充分提取风电功率序列非线性和时序特征的同时,解决了分位数交叉问题。该方法准确地量化了风电的不确定性,具有较高的预测效率和精度。
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来源期刊
Control Engineering Practice
Control Engineering Practice 工程技术-工程:电子与电气
CiteScore
9.20
自引率
12.20%
发文量
183
审稿时长
44 days
期刊介绍: Control Engineering Practice strives to meet the needs of industrial practitioners and industrially related academics and researchers. It publishes papers which illustrate the direct application of control theory and its supporting tools in all possible areas of automation. As a result, the journal only contains papers which can be considered to have made significant contributions to the application of advanced control techniques. It is normally expected that practical results should be included, but where simulation only studies are available, it is necessary to demonstrate that the simulation model is representative of a genuine application. Strictly theoretical papers will find a more appropriate home in Control Engineering Practice''s sister publication, Automatica. It is also expected that papers are innovative with respect to the state of the art and are sufficiently detailed for a reader to be able to duplicate the main results of the paper (supplementary material, including datasets, tables, code and any relevant interactive material can be made available and downloaded from the website). The benefits of the presented methods must be made very clear and the new techniques must be compared and contrasted with results obtained using existing methods. Moreover, a thorough analysis of failures that may happen in the design process and implementation can also be part of the paper. The scope of Control Engineering Practice matches the activities of IFAC. Papers demonstrating the contribution of automation and control in improving the performance, quality, productivity, sustainability, resource and energy efficiency, and the manageability of systems and processes for the benefit of mankind and are relevant to industrial practitioners are most welcome.
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