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A Deep Learning Approach for Wind Power Prediction based on Stacked Denoising Auto Encoders Optimized by Bat Algorithm

机译:基于BAT算法优化的堆积去噪自动编码器的风电预测深度学习方法

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With rapid growth of wind power integration into the modern power system, Wind Power Prediction (WPP) plays an increasingly important role in the planning and operation of electric power system. However, the wind power time series always exhibits nonlinear and non-stationary characteristics, which is still with great challenge to be predicted accurately. To overcome the challenge, a Stacked Denoising Auto Encoders (SDAE) based deep learning approach for WPP is proposed in this paper. Firstly, SDAE with three hidden layers is designed to capture the nonlinear and complex characteristics from the reference data sequence, and the optimal initial connection weights of the deep neural network is obtained by the layer-wise pre-training process. Secondly, the back propagation algorithm is applied to fine-tune the weights of the whole network. To achieve the optimal network architecture, the Bat Algorithm (BA) is adopted to identify the number of neurons of the hidden layers for each denoising auto encoder (DAE). Finally, the proposed method is evaluated by the data from a real wind farm and compared with the Back-propagation Neural Network (BPNN) and the Support Vector Machine (SVM). The results show that SDAE is with the ability to learn the nonlinear and non-stationary characteristics of wind power data and the WPP Root Mean Square Error (RMSE) are reduced by 3.49% and 1.59% in comparison with BPNN and SVM, respectively, which is applicable for practical applications in electric power system.
机译:随着风力电力集成到现代电力系统的快速增长,风电预测(WPP)在电力系统的规划和运行中起着越来越重要的作用。然而,风电时间序列始终表现出非线性和非静止特性,这仍然具有巨大的挑战来准确地预测。为了克服挑战,本文提出了一种基于WPP的基于堆积的自动编码器(SDAE)的WPP的深度学习方法。首先,用三隐藏层SDAE是用来捕捉从参考数据序列中的非线性,复杂的特性,以及深层神经网络的最优初始连接权由逐层预训练过程中得到。其次,应用后传播算法用于微调整个网络的权重。为了实现最佳网络架构,采用BAT算法(BA)来识别每个去噪自动编码器(DAE)的隐藏层的神经元数。最后,通过真实风电场的数据评估所提出的方法,并与背部传播神经网络(BPNN)和支持向量机(SVM)进行比较。结果表明,与BPNN和SVM相比,SDAE具有学习风电数据的非线性和非平稳特性的能力,WPP均方误差(RMSE)分别减少了3.49%和1.59%,其适用于电力系统中的实际应用。

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