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Resolve of overlapping voltammetric signals in using a wavelet packet transform based Elman recurrent neural network

机译:使用基于小波包变换的Elman递归神经网络解决重叠伏安信号

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摘要

A novel method named wavelet packet transform based Elman recurrent neural network (WPTERNN) was applied to differential pulse voltammetric techniques for simultaneous determination of Ni(II), Zn(II) and Co(II) by combining wavelet packet denoising with Elman recurrent neural network (ERNN). The performances of the WPT methods were compared with seven other filtering techniques in terms of root mean square deviations between reconstructed and original mean voltammogram. The visual inspection of filtering effects was supplied by figure. Wavelet packet representations of signals provided a local time-frequency description, thus in the wavelet domain, the quality of the noise removal can be improved. Elman recurrent network was applied for non-linear multivariate calibration and together with the whole voltammogram to improve predictive ability. In this case, by trials wavelet function, decomposition level and numbers of hidden nodes for WPTERNN method were selected as Daubechies 4, 6 and 8, respectively. A program PWPTERNN was designed to perform simultaneous determination of Ni(II), Zn(II) and Co(II). The relative standard errors of prediction (RSEP) for all components with ATTERNN, ERNN, PLS, PCR, TTFA and MLR were 9.53, 9.82, 12.3, 17.0, 16.7 and 1.46 x 10(5)%, respectively. Experimental results demonstrated that the WPTERRN method had the best performance among the six methods and the two ANN methods had the clear superiority over the three factor-based method. (c) 2005 Elsevier B.V. All rights reserved.
机译:将基于小波包变换的Elman递归神经网络(WPTERNN)的新方法应用于微分脉冲伏安技术,结合小波包去噪与Elman递归神经网络同时测定Ni(II),Zn(II)和Co(II) (ERNN)。 WPT方法的性能与其他七种过滤技术进行了比较,显示了重建和原始均值伏安图之间的均方根偏差。过滤效果的外观检查由图提供。信号的小波包表示提供了本地时频描述,因此在小波域中,可以提高噪声去除的质量。 Elman递归网络用于非线性多元校正,并与整个伏安图一起使用,以提高预测能力。在这种情况下,通过试验小波函数,将WPTERNN方法的分解级别和隐藏节点数分别选择为Daubechies 4、6和8。设计了PWPTERNN程序以同时测定Ni(II),Zn(II)和Co(II)。 ATTERNN,ERNN,PLS,PCR,TTFA和MLR的所有成分的预测相对标准误差(RSEP)分别为9.53、9.82、12.3、17.0、16.7和1.46 x 10(5)%。实验结果表明,WPTERRN方法在这六种方法中性能最好,而两种ANN方法比基于三因子的方法具有明显的优势。 (c)2005 Elsevier B.V.保留所有权利。

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