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基于优化模态分解与DGRUK的综合能源系统负荷预测
Load Forecasting for Integrated Energy System Based on Optimized Modal DGRUK Analysis
【目的】为深入挖掘综合能源系统负荷序列数据的潜在结构,进一步提高综合能源系统负荷预测模型的整体预测精度与可靠性,提出一种基于优化模态分解与DGRUK网络的综合能源系统负荷预测方法。【方法】首先,针对多元负荷序列分解环节,采用改进的常春藤算法对改进的完全集合经验模态分解的参数进行优化,将冷、热、电等多元负荷序列分解为若干本征模态分量集合,降低原始序列的非平稳性与复杂耦合性;其次,在特征提取阶段,将离散余弦变换纳入通道注意力机制中,高效捕获各通道间的全局相关性,增强关键特征的表征能力;最后,构建了结合柯尔莫哥洛夫-阿诺德网络非线性映射优势的DGRUK网络,弥补传统全连接层在处理复杂非线性关系时的局限性,从而提升模型对高维、非平稳负荷数据的处理能力与预测精度。【结果】所提方法在冷、热、电负荷预测的平均绝对百分比误差分别为2.045%、2.379%和1.234%,各项误差指标均低于其他常用方法,验证了方法的有效性。【结论】所提方法有效解决了综合能源系统多元负荷序列的非平稳性、复杂耦合性等问题,能够为综合能源系统优化调度与运行管理提供科学支撑。
[Objective] To further explore the potential structure of load sequence data in integrated energy systems (IES) and enhance the overall prediction accuracy and reliability of IES load forecasting models, this paper proposes a novel load forecasting method for IES based on optimized modal decomposition and the DGRUK network. [Methods] Firstly, for the multi-energy load sequence decomposition stage, an improved ivy algorithm is employed to optimize the parameters of the improved complete ensemble empirical mode decomposition. Decomposes cooling, heating, electricity, and other multi-energy load sequences into intrinsic mode function components, thereby reducing the non-stationarity and complex coupling of the original sequences. Secondly, during the feature extraction phase, the discrete cosine transform is integrated into the channel attention mechanism to efficiently capture global correlations among different channels and enhance the representation of key features. Finally, a DGRUK network is constructed by leveraging the advantages of Kolmogorov-Arnold networks in nonlinear mapping. This step compensates for the limitations of traditional fully connected layers in handling complex nonlinear relationships, thereby improving the model's capability to process high-dimensional, non-stationary load data. [Results] The proposed method achieves mean absolute percentage errors (MAPE) of 2.045%, 2.379%, and 1.234% for cooling, heating, and electrical load forecasting, respectively. All error metrics are lower than those of other commonly used methods, verifying the effectiveness of the proposed approach. [Conclusions] The proposed method effectively addresses the issues of non-stationarity and complex coupling in multi-energy load sequences of integrated energy systems. It provides scientific support for the optimal scheduling and operational management of integrated energy systems.
综合能源系统 / 负荷预测 / 模态分解 / 神经网络 / 注意力机制
integrated energy system / load forecasting / modal decomposition / neural network / attention mechanism
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In order to cope with the uncertainty of renewable energy utilization and customer loads, a multi-timescale prediction method is proposed, where the prediction process is carried out in three phases: day-ahead, intra-day rolling and real-time, with timescales of 1 h, 15 min and 5 min, respectively. First, a prediction method based on difference statistics is used to accomplish the three stages of forecasting meteorological parameters. Second, a regression prediction model combining signal decomposition and machine learning is established for the day-ahead and intraday stages of load prediction, and a machine learning time series prediction model is established for the real-time stage. Next, the best prediction methods for typical daily loads in the day-ahead and intra-day rolling stages are determined based on the prediction accuracy metrics of the test set. Finally, the prediction method is applied to the energy forecast of typical days to verify the feasibility of the method. The results show that the determination coefficient R2 of the prediction results of the meteorological parameters for a typical day in all three phases is above 0.8; in the day-ahead and intraday rolling phases, the prediction tasks of multivariate loads should be performed with different signal decomposition methods, and the R2 of the load prediction results in the real-time phase is above 0.9, and the mean absolute percentage error (MAPE) is close to 0. |
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