TRMM 3B43年降水空间降尺度算法的比较研究

Wenhao Xie, Shanzhen Yi, C. Leng
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引用次数: 0

摘要

高空间分辨率、高精度的降水数据是了解流域水文和区域降水时空分布的基础。由于卫星降水产品往往过于粗糙,不适合实际应用,因此有必要开发空间降尺度算法。本文研究了基于多元线性回归(MLR)、随机森林(RF)和地理加权回归(GWR)的三种降尺度算法。它们被用来将热带降雨测量任务(TRMM) 2005年至2016年的年降水量从25公里$\乘以25美元公里降至1公里$\乘以1公里。利用地面观测资料验证了降尺度降水的准确性。结果表明:(1)GWR可以捕捉原始TRMM降水的空间分布,MLR和RF只能捕捉全球趋势,没有残差校正。残差校正后的MLR和RF也能捕捉到原始TRMM的空间分布。(2)残差校正对于基于mlr和基于rf的降尺度算法是必不可少的,而对于基于gwr的降尺度算法则不推荐使用残差校正。(3) GWR和MLR容易过拟合,而RF能很好地避免过拟合。在不存在过拟合的情况下,基于gwr的算法在三种算法中精度最好。但随着预测因子数量的增加,基于mlr和gwr的算法的精度会降低,而基于rf的算法的精度会增加,最终使得基于rf的算法在三种算法中具有最好的精度。(4)基于mlr、rf和gwr的算法以降低精度为代价提高了原TRMM 3B43的分辨率。
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A Study to Compare Three Different Spatial Downscaling Algorithms of Annual TRMM 3B43 Precipitation
High spatial resolution, high accuracy precipitation data is essential for understanding basin-scale hydrology and the spatiotemporal distribution of regional precipitation. Since satellite precipitation products are often too coarse for practical applications, it is necessary to develop spatial downscaling algorithms. In this study, we investigated three downscaling algorithms based on the Multiple Linear Regression (MLR), Random Forest (RF), and Geographic Weighted Regression (GWR), respectively. They were used to downscale annual precipitation from 2005 to 2016 from the Tropical Rainfall Measuring Mission (TRMM) from 25 km $\times 25$ km to 1 km $\times$ 1km. Ground observations were used to validate the accuracy of the downscaled precipitation. The results showed that (1) GWR can capture precipitation spatial distribution of the original TRMM but MLR and RF can only capture global trend without residual correction. While after residual correction, MLR and RF also can capture spatial distribution of the original TRMM. (2) Residual correction was indispensable for the MLR-based and RF-based downscaling algorithms but not recommend for the GWR-based algorithm. (3) GWR and MLR were easy to overfit while RF can avoid overfitting well. When no overfitting existed, the GWR-based algorithms had the best accuracy among three algorithms. But with the number of predictors increasing, the accuracy of MLR-based and GWR-based algorithms would decrease but the accuracy of RF-based algorithms would increase which would eventually make the RF-based algorithms have the best accuracy among three algorithms. (4) The MLR-based, RF-based, and GWR-based algorithms improved the resolution of the original TRMM 3B43 at cost of reducing its accuracy.
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