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    基于CEEMDAN-ARIMA-BiLSTM-SelfAttention与误差修正的风电功率预测模型

    A Wind Power Prediction Model Based on CEEMDAN-ARIMA-BiLSTM- SelfAttention with Error Correction Strategy

    • 摘要: 为有效应对风电功率随机性给预测带来的困境,提出了一种计及误差修正的新型混合模型。该方法利用自适应噪声完全集成经验模态分解(CEEMDAN)对风电功率原始数据及其预测误差进行分解,通过t检验以衡量分解后所得各子序列的特性。应用自注意力机制(SelfAttention)增强的双向长短期记忆网络(BiLSTM)预测具有高频特性的序列,采用自回归积分滑动平均(ARIMA)模型处理具有低频特性的序列。最后,将初始风电功率预测结果与相应的误差预测值相加,得到基于误差修正的风功率预测值。选取不同风场中的功率样本,并将其与12个模型进行对比,以验证所提模型CEEMDAN-ARIMA -BiLSTM-SelfAttention的性能。结果表明:所提模型在WF1秋季场景下较单一模型在均方根误差(RMSE)、平均绝对误差(MAE)、平均绝对百分比误差(MAPE)以及决定系数(R2)指标上分别至少提升了70.19%、68.67%、25.41%和7.59%,因此误差修正与分解策略可有效提升风电功率预测的性能;与基准模型相比,所提模型在多场景下均为最可靠的预测方法。

       

      Abstract: A new hybrid model incorporating error correction was proposed to effectively address the challenges posed by the randomness of wind power in forecasting. The raw wind power data and prediction errors were first decomposed through complete ensemble empirical mode decomposition with adaptive noice (CEEMDAN), t-test was used to measure the characteristics of each subsequence obtained after decomposition. A bidirectional long short-term memory network (BiLSTM) enhanced by SelfAttention mechanism was applied to predict sequences with high-frequency characteristics, and the autoregressive integrated moving average (ARIMA) model was used to process sequences with low-frequency characteristics. Finally, the initial wind power prediction results were added to the corresponding error prediction values to obtain the wind power prediction values based on error correction. Power samples from different wind fields were selected and compared with other 12 models to validate the performance of the proposed model CEEMDAN-ARIMA-BiLSTM-SelfAttention. Results show that the proposed model significantly improves the performance of wind power forecasting by at least 70.19%, 68.67%, 25.41% and 7.59% in terms of root mean square error (RMSE), mean absolute error (MAE), mean absolute percentage error (MAPE) and coefficient of determination (R2) respectively under the WF1 autumn scenario compared to the single model. Therefore, the error correction and decomposition strategy effectively enhances forecasting accuracy. Compared to the baseline model, the proposed model demonstrates the most reliable forecasting method in multiple scenarios.

       

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