梁 亮, 杨敏华, 臧 卓. 基于小波去噪与SVR的小麦冠层含氮率高光谱测定[J]. 农业工程学报, 2010, 26(12): 248-253.
    引用本文: 梁 亮, 杨敏华, 臧 卓. 基于小波去噪与SVR的小麦冠层含氮率高光谱测定[J]. 农业工程学报, 2010, 26(12): 248-253.
    Liang Liang, Yang Minhua, Zang Zhuo. Determination of wheat canopy nitrogen content ratio by hyperspectral technology based on wavelet denoising and support vector regression[J]. Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 2010, 26(12): 248-253.
    Citation: Liang Liang, Yang Minhua, Zang Zhuo. Determination of wheat canopy nitrogen content ratio by hyperspectral technology based on wavelet denoising and support vector regression[J]. Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 2010, 26(12): 248-253.

    基于小波去噪与SVR的小麦冠层含氮率高光谱测定

    Determination of wheat canopy nitrogen content ratio by hyperspectral technology based on wavelet denoising and support vector regression

    • 摘要: 为改进小麦冠层含氮率的高光谱测定模型,以正交试验筛选出小波去噪的最优参数组合(小波类型取haar,分解层数为5,阈值方案选择Fixed form threshold,噪声结构定为Unscaled white noise),并利用去噪后的小麦冠层光谱建立偏最小二乘回归(PLS)模型,对不同预处理方法进行比较分析。发现采用小波去噪结合一阶导数能最有效消除原始光谱的背景信息,此时PLS模型校正集均方根误差(RMSEC)为0.260,预测集均方根误差(RMSEP)为0.288。对经一阶导数结合小波去噪后的光谱用主成分分析(PCA)进行降维,以前6个主成份为输入变量,建立最小二乘支撑向量机回归模型(LS-SVR),其RMSEC与RMSEP分别为0.154与0.259,具有比PLS模型更高的精度。结果表明:以小波去噪结合一阶导数去除小麦冠层反射光谱中的土壤背景信息以提高模型的精度是可行的,且LS-SVR是建模的优选方法。

       

      Abstract: In order to improve the model of wheat canopy nitrogen content ratio determination using hyperspectral reflectance spectra, the optimal parameter combination of wavelet denoising was selected through orthogonal test (wavelet function: haar; decomposition level: 5; threshold option scheme: fixed form threshold;noise structure: unscaled white noise), and the partial least square (PLS) models were established with the denoising spectra of wheat canopy to compare the results of different pretreatment methods. It was found that the pretreatment method of wavelet denoising combined with first derivative could eliminate the background information of the original spectra most effectively, with root mean square error of calibration set (RMSEC) 0.260 and root mean square error of prediction set (RMSEP) 0.288, respectively. Then the pretreated spectra was analyzed using principal component analysis (PCA), and the top 6 principal components were used as the input variables for the least square support vector regression (LS-SVR) modeling. The RMSEC and RMSEP of LS-SVR model were 0.154 and 0.259, respectively, lower than that of PLS model, which indicated the LS-SVR model was more accurate. The results suggest that it is feasible to improve the accuracy of the model by eliminating the soil background information of original spectra with the pretreatment method of wavelet denoising combined with first derivative, and the LS-SVR algorithm is a preferred method of modeling.

       

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