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Model for predicting the nitrogen content of rice at panicle initiation stage using data from airborne hyperspectral remote sensing

机译:利用机载高光谱遥感数据预测水稻穗期氮素含量的模型

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摘要

Airborne hyperspectral remote sensing was used to provide data for a general-purpose model for predicting the nitrogen content of rice at panicle initiation stage using three years of data. There were significant differences between the vegetation data which were affected by the uptake of nitrogen from the soil depending on weather conditions. Therefore, the reflectance values obtained for one year may exhibit a different trend, due to the lack of vegetation. When the partial least squares regression (PLSR) models were estimated using all combinations of the three-year data, except for the model incorporating the data from 2005, correlation coefficients (r) were greater than 0.758, and the root mean squared error (RMSE) of prediction of the full-cross validation was less than 0.876 g m-2. The accuracy of the 2003-2004-2005 model was determined using five latent variables (PCs), with r = 0.938 and RMSEP = 0.774 g m-2. There were two different patterns for the regression coefficients associated with the NIR or red-edge regions. When the 2003-2004 model was validated using the data from 2005, the prediction error of the PLSR model was 1.050 g m-2. This became 2.378 g m-2 for the 2003-2005 model using the data from 2004 and 5.061 g m-2 for the 2004-2005 model with the data from 2003. There were similarities and differences for each latent variable between the 2003-2004 model and the 2003-2004-2005 model. The 2003-2004-2005 model might be more suitable for use as a general-purpose model, because it is possible to consider and validate all of the three years data.
机译:机载高光谱遥感用于提供通用模型的数据,该模型使用三年数据来预测穗开始阶段水稻的氮含量。植被数据之间存在显着差异,植被数据受天气条件影响而从土壤中吸收氮。因此,由于缺乏植被,一年获得的反射率值可能呈现出不同的趋势。当使用三年数据的所有组合来估计偏最小二乘回归(PLSR)模型时,除了包含2005年数据的模型之外,相关系数(r)均大于0.758,并且均方根误差(RMSE)全交叉验证的预测值()小于0.876 g m-2。 2003-2004-2005模型的准确性是使用五个潜在变量(PC)确定的,其中r = 0.938,RMSEP = 0.774 g m-2。与NIR或红边区域相关的回归系数有两种不同的模式。当使用2005年的数据验证2003-2004年模型时,PLSR模型的预测误差为1.050 g m-2。使用2004年的数据,该值变为2.378 g m-2;使用2003年的数据,2004-2005模型,该值变为5.061 gm-2。2003-2004年之间,每个潜在变量的异同模型和2003-2004-2005模型。 2003-2004-2005模型可能更适合用作通用模型,因为可以考虑并验证所有三年数据。

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