用ELM模型预测科西嘉岛能源生产消费,1小时预报误差低于5.1%。
Short-Term Forecasting of Energy Production and Consumption Using Extreme Learning Machine: A Comprehensive MIMO based ELM Approach
- 基于MIMO架构的ELM模型,融合滑动窗口与周期编码处理时序波动。
- 1小时预测中太阳能和热能误差仅17.9%和5.1%,决定系数超0.98。
- 计算高效适合实时系统,可适配不同电网与资源条件。
提出一种基于极端学习机(ELM)的短时能源预测新方法。利用法国科西嘉岛六年间每小时多源能源数据(光伏、风能、水能、热电、生物质能及进口电),通过多输入多输出(MIMO)架构同时预测各能源产出与总发电量(含进口电,近似匹配需求减损耗)。为应对非平稳性与季节性变化,引入滑动窗口与周期时间编码,实现动态适应。ELM模型显著优于基准预测,尤其在光伏与热电上表现突出,1小时预测的归一化均方根误差(nRMSE)分别为17.9%和5.1%,决定系数(R²)超过0.98。模型在5小时内保持高精度,之后可再生能源波动加剧。尽管MIMO相比SISO提升有限,但相较LSTM等深度学习方法具闭式解与更低算力需求,适合在线学习等实时应用。该方法可灵活适配不同地区资源、电网与市场条件。
原文摘要 · Abstract (English)
A novel methodology for short-term energy forecasting using an Extreme Learning Machine ($\mathtt{ELM}$) is proposed. Using six years of hourly data collected in Corsica (France) from multiple energy sources (solar, wind, hydro, thermal, bioenergy, and imported electricity), our approach predicts both individual energy outputs and total production (including imports, which closely follow energy demand, modulo losses) through a Multi-Input Multi-Output ($\mathtt{MIMO}$) architecture. To address non-stationarity and seasonal variability, sliding window techniques and cyclic time encoding are incorporated, enabling dynamic adaptation to fluctuations. The $\mathtt{ELM}$ model significantly outperforms persistence-based forecasting, particularly for solar and thermal energy, achieving an $\mathtt{nRMSE}$ of $17.9\%$ and $5.1\%$, respectively, with $\mathtt{R^2} > 0.98$ (1-hour horizon). The model maintains high accuracy up to five hours ahead, beyond which renewable energy sources become increasingly volatile. While $\mathtt{MIMO}$ provides marginal gains over Single-Input Single-Output ($\mathtt{SISO}$) architectures and offers key advantages over deep learning methods such as $\mathtt{LSTM}$, it provides a closed-form solution with lower computational demands, making it well-suited for real-time applications, including online learning. Beyond predictive accuracy, the proposed methodology is adaptable to various contexts and datasets, as it can be tuned to local constraints such as resource availability, grid characteristics, and market structures.
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