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Day-ahead short-term load probability density forecasting method with a decomposition-based quantile regression forest

机译:基于分解的分位数回归林的日前短期负荷概率密度预测方法

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摘要

Short-term load forecast (STLF) determines the power system planning for unit commitment, which is of great significance in power dispatching. A large amount of research work has been carried out on STLF. However, with the increase of load consumption and penetration of beyond the meter distributed energy generation systems, new challenges are brought to power load forecasting. Therefore, the probability density interval prediction which can more accurately reflect the uncertainty of power grid load is particularly important. In this study, a novel new day-ahead (24 h) short-term load probability density forecasting hybrid method with a decomposition-based quantile regression forest is proposed. First, the stationarity analysis is performed, and the load sequence is decomposed into several sub-models by Variational mode decomposition (VMD). Secondly, the influence of relevant factors such as weighted temperature and humidity index (WTHI) and day type is considered and extended to each sub-model sequence. Finally, a multi-step prediction strategy is proposed to predict the result of each sub-model using Quantile Regression Forest (QRF), and the prediction results are reconstructed to obtain the complete prediction probability density by Kernel density estimation (KDE). Specifically, the Bayesian optimization algorithm based on Tree-structured of Parzen Estimators (TPE) is adopted to optimize the hyperparameters. Furthermore, to verify the performance of the proposed method, the day-ahead short-term load forecasting of the proposed method and the contrast methods including decomposition-based methods and non-decomposition based methods were studied by the real load data of Henan Province, China. The probability density prediction obtained by the experiment indicates that the proposed method can acquire the narrowest prediction intervals at different confidence.
机译:短期负荷预测(STLF)确定了单位承诺的电力系统规划,这在电力调度中具有重要意义。对STLF进行了大量研究工作。但是,随着负载消耗的增加和电表分布式能源生成系统之外的普及,电力负载预测面临新的挑战。因此,能够更准确地反映电网负荷不确定性的概率密度区间预测尤为重要。在这项研究中,提出了一种新的基于分解的分位数回归森林的新的提前(24 h)短期负荷概率密度预测混合方法。首先,进行平稳性分析,并通过变分模式分解(VMD)将载荷序列分解为几个子模型。其次,考虑诸如加权温湿度指数(WTHI)和日类型等相关因素的影响,并将其扩展到每个子模型序列。最后,提出了一种采用分位数回归森林(QRF)的多步预测策略来预测每个子模型的结果,并通过核密度估计(KDE)重构预测结果以获得完整的预测概率密度。具体地,采用基于Parzen估计器的树结构的贝叶斯优化算法对超参数进行优化。此外,为了验证该方法的性能,利用河南省的实际负荷数据研究了该方法的日前短期负荷预测以及包括分解法和非分解法的对比方法,中国。实验获得的概率密度预测表明,该方法可以在不同置信度下获得最窄的预测间隔。

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