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A Loose Wavelet Nonlinear Regression Neural Network Load Forecasting Model and Error Analysis Based on SPSS

机译:基于SPSS的松散小波非线性回归神经网络负荷预测模型与误差分析

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A power system load forecasting method using wavelet neural network with a process of decomposition-forecasting-reconstruction and error analysis based on SPSS is presented in this paper. First of all, the load sequence is decomposed by wavelet transform into each scale wavelet coefficients of navigation. In this step, choosing an appropriate wavelet function decomposition of load is needed. In this paper, by comparing the signal-to-noise ratio (SNR) and the mean square error (MSE) of the different wavelet functions for load after processing; It is concluded that the most suitable wavelet function for the load sequence in this paper is db4 wavelet function. The scale of wavelet coefficients is obtained by load wavelet decomposition. In the process of wavelet coefficient of processing, the db4 wavelet function is used to decompose the original sequence in 3 scales; High frequency and low frequency wavelet coefficient is got through setting threshold. Secondly, these wavelet coefficients are used as the training sample of the input to the nonlinear regression neural network for processing, and then the forecasting result is obtained by the wavelet reconstruction. Finally, the actual and forecasting values are compared by SPSS with a comprehensive statistical charting capability, which is able to draw beautiful charts and is easy to edit.
机译:提出了一种基于小波神经网络的电力系统负荷预测方法,该方法基于SPSS进行了分解-预测-重构和误差分析。首先,通过小波变换将载荷序列分解为各个尺度的导航小波系数。在此步骤中,需要选择适当的载荷小波函数分解。本文通过比较不同小波函数处理后负载的信噪比(SNR)和均方误差(MSE),结论是,最适合负荷序列的小波函数是db4小波函数。小波系数的尺度通过负荷小波分解获得。在处理小波系数的过程中,使用db4小波函数将原始序列分解为3个标度。通过设定阈值获得高频和低频小波系数。其次,将这些小波系数作为非线性回归神经网络输入的训练样本进行处理,然后通过小波重构获得预测结果。最后,通过SPSS具有全面统计图表功能的实际值和预测值进行比较,该功能可以绘制精美的图表并且易于编辑。

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