山区年平均雨量估算空间插值方法的比较分析

A. Laghari, H. Abbasi
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摘要

山区地形复杂,测量代表性差,密度不均匀,使得准确绘制山区降水地图任务艰巨。面对这一挑战,我们对四种不同的映射技术进行了评估:逆距离加权(IDW)、普通克里格(OK)、样条和回归克里格(RK)。使用1)交叉验证统计、2)空间交叉一致性检验和3)水平衡分析对结果进行的评估表明,忽略协变量信息的技术产生的预测误差最大。平均误差和均方根误差值表明,IDW和样条法偏差最大,其偏差几乎是普通克里格法的2 ~ 5倍。平均降水分析的最佳模型是回归克里格模型,其平均误差和均方根误差分别为1.38 mm和72.36 mm,比OK模型的结果偏差减少42%,精度提高16%。比较表现表明,回归分析可以明智地评估变量模式,并在地理信息弥补当地数据不足的未计量地点获得相当准确的值。
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Comparative Analysis of Spatial Interpolation Techniques for Mapping Annual Mean Rainfall Estimation within a Mountainous Region
The complex topography, poor gauge representativity and uneven density make it an uphill task to accurately map precipitation in mountainous regions. This challenge was confronted with the evaluation of four different mapping techniques: Inverse Distance Weighting (IDW), Ordinary Kriging (OK), Spline and Regression Kriging (RK). An evaluation of the resulting georasters using 1) cross-validation statistics, 2) a spatial cross-consistency test and 3) a water balance analysis reveals that the techniques ignoring the information on co-variables yield the largest prediction errors. Mean error and root-mean-square error values suggested that the most biased methods were IDW and spline, with a bias almost 2 to 5 times higher than ordinary kriging. The best model accounted for mean precipitation analysis is regression Kriging, with a mean error and root mean square error values of 1.38 mm and 72.36 mm respectively, which represents 42 % less bias and 16 % higher accuracy than OK results. Comparative performances show that the regression analysis made it possible to judiciously evaluate the variable patterns and get fairly accurate values at un-gauged locations where geographical information compensated the poor availability of local data.
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