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arXiv 1503.01210eess.SYcs.SYstat.ML
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时空风速预测中的低维模型

Low-dimensional Models in Spatio-Temporal Wind Speed Forecasting

University of California, Berkeley(加州大学伯克利分校);Yildiz Technical University(伊尔迪兹理工大学)

Borhan M. Sanandaji, Akin Tascikaraoglu, Kameshwar Poolla, Pravin Varaiya

AI总结:

本文提出一种结合时间序列数据和周围站点数据的时空风速预测算法,利用压缩感知和结构稀疏恢复理论,通过低维结构恢复提升短期风速预测精度。

摘要:

将风能并入电网具有挑战性,因其随机性。准确的短期风功率预测有助于集成。本文提出一种时空风速预测算法,结合目标站点的时间序列数据和周围站点数据。受压缩感知(CS)和结构稀疏恢复算法启发,我们主张存在内在低维结构支配大量站点,应被利用。将预测问题转化为从线性方程集合中恢复块稀疏信号x的问题,提出新的结构稀疏恢复算法。东海岸案例研究结果表明,所提压缩时空风速预测(CST-WSF)算法相比广泛使用的基准模型显著提升了短期预测精度。

英文摘要:

Integrating wind power into the grid is challenging because of its random nature. Integration is facilitated with accurate short-term forecasts of wind power. The paper presents a spatio-temporal wind speed forecasting algorithm that incorporates the time series data of a target station and data of surrounding stations. Inspired by Compressive Sensing (CS) and structured-sparse recovery algorithms, we claim that there usually exists an intrinsic low-dimensional structure governing a large collection of stations that should be exploited. We cast the forecasting problem as recovery of a block-sparse signal $\boldsymbol{x}$ from a set of linear equations $\boldsymbol{b} = A\boldsymbol{x}$ for which we propose novel structure-sparse recovery algorithms. Results of a case study in the east coast show that the proposed Compressive Spatio-Temporal Wind Speed Forecasting (CST-WSF) algorithm significantly improves the short-term forecasts compared to a set of widely-used benchmark models.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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