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-  2018 

复杂地形地区月平均气温(混合)地理加权回归克里格插值
Interpolation of Monthly Average Temperature by Using (Mixed) Geographically Weighted Regression Kriging in the Complex Terrain Region

DOI: 10.13203/j.whugis20160433

Keywords: 月平均气温,气温插值,(混合)地理加权回归克里格,局部线性回归,
monthly average temperature
,temperature interpolation,(mixed) geographically weighted regression Kriging((m)GWRK),local linear regression

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Abstract:

以地形地貌特征复杂、观测站点分布稀疏不均匀的四川省为研究区,引入地形因子(坡度和坡向)和植被指数,采用顾及空间关系非平稳性的(混合)地理加权回归克里格模型((mixed)geographically weighted regression Kriging,(m)GWRK)进行月尺度平均气温插值方法及精度分析研究。针对不同季节和不同地区,将(m)GWRK插值结果与基于全局回归的回归克里格(regression Kriging,RK)插值结果进行对比。结果表明,RK、GWRK、mGWRK回归关系的决定系数R2分别为0.795、0.922、0.911,均方根误差分别为0.83℃、0.64℃、0.55℃,表明GWRK、mGWRK对目标变量的解释能力以及插值精度都优于RK;GWRK、mGWRK相对于RK对月平均气温插值的改进具有季节与地区差异,冬半年的改进大于夏半年,在地形地貌变化大的地区改进大于地形地貌变化小的地区

References

[1]  Tan Wenzhong. The Basic Theoretics and Application Research on Geographically Weighted Regression[D]. Shanghai:Tongji University, 2007(覃文忠. 地理加权回归基本理论与应用研究[D]. 上海:同济大学, 2007)
[2]  Donkelaar A V, Martin R V, Spurr R J D, et al. High-Resolution Satellite-Derived PM2.5 from Optimal Estimation and Geographically Weighted Regression over North America[J].Environmental Science & Technology, 2015, 49(17):10482-10491
[3]  Zhang Guofeng, Yang Lirong, Qu Mingkai, et al. Interpolation of Daily Mean Temperature by Using Geographically Weighted Regression-Kriging[J]. Chinese Journal of Applied Ecology, 2015, 26(5):1531-1536(张国峰, 杨立荣, 瞿明凯,等. 基于地理加权回归克里格的日平均气温插值[J]. 应用生态学报, 2015, 26(5):1531-1536)
[4]  Bao Yansong, Li Zitian, Wang Dongmei, et al. Retrieval of Land Surface Temperature from FY3 Infrared Imageries[J]. Transactions of the Chinese Society for Agricultural Machinery, 2014, 45(6):266-274(鲍艳松, 李紫甜, 王冬梅,等. 基于FY3热红外数据的地表温度反演方法研究[J]. 农业机械学报, 2014, 45(6):266-274)
[5]  Szymanowski M, Kryza M. The Role of Auxiliary Variables in Deterministic and Deterministic-Stochastic Spatial Models of Air Temperature in Poland[J]. Pure & Applied Geophysics, 2017,174(2):1-27
[6]  Kumar S, Lal R, Liu D. A Geographically Weighted Regression Kriging Approach for Mapping Soil Organic Carbon Stock[J]. Geoderma, 2012, 189-190(6):627-634
[7]  Szymanowski M, Kryza M, Spallek W. Regression-based Air Temperature Spatial Prediction Models:An Example from Poland[J]. Meteorologische Zeitschrift, 2013, 22(5):577-585
[8]  Ma Xiaobin. Sichuan Yearbook, 2015[M]. Chengdu:Sichuan Yearbook Press, 2015(马小彬. 四川年鉴,2015[M]. 成都:四川年鉴社, 2015)
[9]  Hengl T, Heuvelink G B M, Rossiter D G. About Regression-Kriging:From Equations to Case Studies[J]. Computers & Geosciences, 2007, 33(10):1301-1315
[10]  Brunsdon C, Fotheringham S, Charlton M. Geographically Weighted Regression:A Method for Exploring Spatial Nonstationarity[J]. Geographical Analysis, 1996, 28(4):281-298
[11]  Brunsdon C, Fotheringham S, Charlton M. Geographically Weighted Regression[J].Journal of the Royal Statistical Society, 1998, 47(3):431-443
[12]  Brunsdon C, Fotheringham A S, Charlton M. Some Notes on Parametric Significance Tests for Geographically Weighted Regression[J]. Journal of Regional Science, 1999, 39(3):497-524
[13]  Tang Guoan, Yang Xin. ArcGIS Geographic Information System Spatial Analysis the Experimental Tutorial[M]. 2nd ed Beijing:Science Press, 2012(汤国安, 杨昕. ArcGIS地理信息系统空间分析实验教程[M]. 2版.北京:科学出版社, 2012)
[14]  Hu Dangui, Shu Hong, Hu Hongda.Varlogram Modeling in Space-time CoKriging[J]. Journal of Central China Normal University(Natural Sciences), 2015, 49(4):596-602(胡丹桂, 舒红, 胡泓达. 时空CoKriging的变异函数建模[J]. 华中师范大学学报(自然科学版), 2015, 49(4):596-602)
[15]  Zhang Jianping, Liu Shuzhen. A Preliminary Study on Land Degradation in Panzhihua City on Jinsha River Day-Hot Valley Area[J]. Journal of Desert Research, 1998, 18(2):149-153(张建平, 刘淑珍. 金沙江干热河谷区攀枝花市土地退化初探[J]. 中国沙漠, 1998, 18(2):149-153)
[16]  Cai Dihua, Guo Ni, Li Chongwei. Interpolation of Air Temperature Based on DEM over Eastern Region of Gansu[J]. Journal of Arid Meteorology, 2009, 27(1):10-17(蔡迪花, 郭铌, 李崇伟. 基于DEM的气温插值方法研究[J]. 干旱气象, 2009, 27(1):10-17)
[17]  You Songcai, Li Jun. Study on Error and Its Pervasion of Temperature Estimation[J]. Journal of Natural Resources, 2005, 20(1):140-144(游松财, 李军. 海拔误差影响气温空间插值误差的研究[J]. 自然资源学报, 2005, 20(1):140-144)
[18]  Xu Min, Wang Yan, Zhou Zhaoye, et al. Discussion of Methods of Spatial Interpolation for Monthly Temperature Data in the Yangtze River Basin[J]. Resources & Environment in the Yangtze Basin, 2012, 21(3):327-334(许民, 王雁, 周兆叶,等. 长江流域逐月气温空间插值方法的探讨[J]. 长江流域资源与环境, 2012, 21(3):327-334)
[19]  Xie Yunfeng, Zhang Shuwen. Spatial Interpolation of Mean Temperature of Heilongjiang Province Based on Digital Elevation Model[J]. Chinese Journal of Agrometeorology, 2007,28(2):205-211(谢云峰, 张树文. 基于数字高程模型的复杂地形下的黑龙江平均气温空间插值[J]. 中国农业气象, 2007, 28(2):205-211)
[20]  Li Sha, Shu Hong, Xu Zhengquan. Interpolation of Temperature Based on Spatial-temporal Kriging[J]. Geomatics and Information Science of Wuhan University, 2012, 37(2):237-241(李莎, 舒红, 徐正全. 利用时空Kriging进行气温插值研究[J]. 武汉大学学报·信息科学版, 2012, 37(2):237-241)
[21]  Yang Shunhua, Zhang Haitao, Guo Long, et al. Spatial Interpolation of Soil Organic Matter Using Regression Kriging and Geographically Weighted Regression Kriging[J]. Chinese Journal of Applied Ecology, 2015, 26(6):1649-1656(杨顺华, 张海涛, 郭龙,等. 基于回归和地理加权回归Kri-ging的土壤有机质空间插值[J]. 应用生态学报, 2015, 26(6):1649-1656)

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