首页> 外文期刊>Pedosphere: A Quarterly Journal of Soil Science >Spatial Estimation of Saturated Hydraulic Conductivity from Terrain Attributes Using Regression, Kriging, and Artificial Neural Networks
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Spatial Estimation of Saturated Hydraulic Conductivity from Terrain Attributes Using Regression, Kriging, and Artificial Neural Networks

机译:使用回归,克里格法和人工神经网络从地形属性中估算饱和导水率的空间

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摘要

Several methods, including stepwise regression, ordinary kriging, cokriging, kriging with external drift, kriging with varying local means, regression-kriging, ordinary artificial neural networks, and kriging combined with artificial neural networks, were compared to predict spatial variation of saturated hydraulic conductivity from environmental covariates. All methods except ordinary kriging allow for inclusion of secondary variables. The secondary spatial information used was terrain attributes including elevation, slope gradient, slope aspect, profile curvature and contour curvature. A multiple jackknifing procedure was used as a validation method. Root mean square error (RMSE) and mean absolute error (MAE) were used as the validation indices, with the mean RMSE and mean MAE used to judge the prediction quality. Prediction performance by ordinary kriging was poor, indicating that prediction of saturated hydraulic conductivity can be improved by incorporating ancillary data such as terrain variables. Kriging combined with artificial neural networks performed best. These prediction models made better use of ancillary information in predicting saturated hydraulic conductivity compared with the competing models. The combination of geostatistical predictors with neural computing techniques offers more capability for incorporating ancillary information in predictive soil mapping. There is great potential for further research and development of hybrid methods for digital soil mapping.
机译:比较了逐步回归法,普通克里格法,共克里格法,带外部漂移的克里格法,采用局部均值的克里格法,回归克里格法,普通人工神经网络以及结合人工神经网络的克里格法等几种方法来预测饱和导水率的空间变化来自环境协变量。除普通克里金法外,所有方法均允许包含次级变量。使用的次要空间信息是地形属性,包括海拔,坡度,坡度,轮廓曲率和轮廓曲率。多重折磨程序被用作验证方法。均方根误差(RMSE)和均值绝对误差(MAE)被用作验证指标,均方根均方误差(RMSE)和均方根均方差(MAE)用于判断预测质量。普通克里金法的预测性能很差,表明可以通过合并诸如地形变量之类的辅助数据来改善对饱和水力传导率的预测。克里金法与人工神经网络的结合效果最好。与竞争模型相比,这些预测模型更好地利用了辅助信息来预测饱和水力传导率。地统计预测器与神经计算技术的结合为将辅助信息纳入预测性土壤测绘提供了更多功能。数字土壤测绘的混合方法有进一步研究和开发的巨大潜力。

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