基于混沌理论和长短期记忆的无关键信息负荷预测

Qing Wang, Hui Hou, Bo Zhao, Leiqi Zhang, Xixiu Wu, C. Xie
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引用次数: 2

摘要

电力负荷预测依赖于一些关键数据,如天气信息和区域信息。然而,通常很难获得所有影响因素的准确数据。为此,我们采用混沌理论的相空间重构对历史负荷序列进行处理,避免了一些关键数据的采集。为了提前预测和解决由于提前预测引起的预测误差发散问题,本文提出了一种滚动负荷预测方法,并应用长短期记忆(LSTM)来解决这一问题。滚动预测方法是提前预测一个预测长度,LSTM的测试数据是通过对训练数据的预测长度进行移动得到的。该方法不仅可以预测未来,还可以通过不断变换来预测更长期的数据。该方法在美国PJM电网数据集上实现。结果表明,本文提出的滚动负荷预测模型与其他方法相比,预测精度更高。
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Load Forecasting Combining Chaos Theory and Long-Short Term Memory in Absence of Key Information
Power load forecasting used to rely on some key data such as weather information and regional information. However, it is usually difficult to obtain accurate data of all influencing factors. For this reason, we adopted phase space reconstruction of chaos theory to process the historical load series to avoid collecting some key data. To forecast ahead of time and solve the divergence of forecasting error caused by forecasting ahead of time, this paper proposes a rolling load forecasting method and apply long-short term memory (LSTM) to solve them. The rolling forecasting method is to predict a forecast length in advance, and the test data of LSTM is obtained by shifting a forecast length of training data. This method can not only predict ahead, but also predict the longer-term data through keeping shifting. The proposed methodology is implemented on the PJM power grid dataset in the United States. Compared with some other methods, the results show that the proposed rolling load forecasting model is of more accurate prediction.
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