李广月, 毕如田, 朱洪芬, 陈 卓. 基于土壤-地形关系的合理样点对土壤有机质空间预测的影响[J]. 土壤通报, 2021, 52(3): 515 − 526. DOI: 10.19336/j.cnki.trtb.2020051901
引用本文: 李广月, 毕如田, 朱洪芬, 陈 卓. 基于土壤-地形关系的合理样点对土壤有机质空间预测的影响[J]. 土壤通报, 2021, 52(3): 515 − 526. DOI: 10.19336/j.cnki.trtb.2020051901
LI Guang-yue, BI Ru-tian, ZHU Hong-fen, CHEN Zhuo. Spatial Prediction for Soil Organic Matter Affected by Appropriate Samples Based on Soil-Terrain Relationship[J]. Chinese Journal of Soil Science, 2021, 52(3): 515 − 526. DOI: 10.19336/j.cnki.trtb.2020051901
Citation: LI Guang-yue, BI Ru-tian, ZHU Hong-fen, CHEN Zhuo. Spatial Prediction for Soil Organic Matter Affected by Appropriate Samples Based on Soil-Terrain Relationship[J]. Chinese Journal of Soil Science, 2021, 52(3): 515 − 526. DOI: 10.19336/j.cnki.trtb.2020051901

基于土壤-地形关系的合理样点对土壤有机质空间预测的影响

Spatial Prediction for Soil Organic Matter Affected by Appropriate Samples Based on Soil-Terrain Relationship

  • 摘要: 针对土壤精细化管理体系中合理样点数及空间预测优化问题,本文将基于土壤-地形关系,探讨了不同采样方式下以局部样点数量为代表提供最优数据的可能性。以地统计学、土壤-地形关系、地理加权回归克里格(GWRK)模型为基础,经系统格网、地形单元分区和地形起伏度最佳统计单元等三种采样方式分析合理样点集的空间分布对土壤有机质空间预测精度的影响。结果表明:(1)确定地形起伏度最佳统计单元大小为10 × 10像元,且平原区样点分布最为密集,合理样点数为1656;(2)高程、坡向、地形位置指数、相对位置指数、地形起伏度是影响土壤有机质空间变异的主要因素,能够解释研究区内有机质含量空间变异的69.2%;(3)GWRK模型精度均比普通克里金插值(OK)精度高,且山脊、背坡、陡坡、坡脚等坡位内合理样点数分别为39、481、9、28。在样点数最多时(n = 2806),GWRK精度提高幅度及样点数量对预测结果影响有限。当样点数量减少时,有机质预测值空间分布的局部变异性随样点数减少而减少。因此,不同采样方式下合理样点集明显影响有机质预测精度,但预测结果分布趋势相似,仍可完整表征土壤有机质空间分布的空间格局。

     

    Abstract: For the problems of reasonable sampling point number and spatial prediction optimization in fine soil management system, this paper explored the possibility of finite sample points with different sampling methods based on soil-terrain relationship. Specially, the effects of spatial distribution of optimal sampling points on the prediction of soil organic matter (SOM) were studied based on the sampling methods of grid system, terrain unit partition expression and optimal statistical unit for relief degree, combined with the geo-statistics, soil-topography relationships, and geographically weighted regression kriging model. The results showed that: (1) The optimal unit size for topographic relief was 10 × 10 pixels in the plain, hilly and platform areas, and the spatial distributions of sampling points were mostly dense in the statistical units of plain area. The optimal sampling point numbers was 1656 based on the evaluation of standard samples. (2) The main influencing factors on the spatial variation of SOM were elevation, slope direction, topographic position, relative position, topographic relief, and the other topographic factors, which could explain 69.2% of the spatial variation of SOM in the study area. (3) The accuracy of GWRK model was greater than that of OK interpolation model based on different sampling points or terrain units. The optimal number of sampling points were 39, 481, 9, and 28 for the positions of mountain ridge, backslope (N/EN), steep slope (N/EN), and slope base, respectively. The improvement of GWRK model on SOM predictions was limited under the maximum sampling points (n = 2806). The local variation of the spatial distribution of the predicted SOM content was relatively decreased with the sampling point number decreasing Therefore, the effect of reasonable sampling points on predict SOM content was significantly different among different sampling methods, while the prediction trend was similar among them. The mapping of predicted SOM contents could demonstrate the basic spatial distribution pattern of SOM.

     

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