Comparison of digital mapping methods of regional soil quality

被引:0
作者
Zhang, Shiwen [1 ,2 ]
Zhang, Liping [2 ]
Ye, Huichun [2 ]
Hu, Youbiao [1 ]
Huang, Yuanfang [2 ]
机构
[1] School of Earth and Environment, Anhui University of Science and Technology
[2] Key Laboratory of Agricultural Land Quality, Monitoring and Control, College of Resoures and Enviromental Sciences, China Agricultural University
来源
Nongye Gongcheng Xuebao/Transactions of the Chinese Society of Agricultural Engineering | 2013年 / 29卷 / 15期
关键词
Geostatistics; Mapping; Models; Regional soil quality; Soils;
D O I
10.3969/j.issn.1002-6819.2013.15.031
中图分类号
学科分类号
摘要
Studies on soil quality cover almost all areas of soil studies, and soil quality cartographic theory and method is an important research subject of soil quality research. Based on an established minimum data set of soil quality assessment and soil quality index calculated by the index sum method, absorbing geostatistics research, the paper tried to explore the methods of digital mapping of soil quality in the geological model support. The study designed five methods of regional digital mapping of soil quality, which included the method of digital mapping based on spatial interpolation results on single indicators (M1), the method of digital mapping based on calculated SQI and inverse distance weighting (M2), the method of digital mapping based on SQI for samples and ordinary kriging method (M3), the method of digital mapping based on calculated samples SIQ and regression kriging (M4), and the method of digital mapping based on calculated SQI and indicators interpolation results (M5), respectively, and compared spatial mapping accuracies of the different methods. We established a minimum data set of soil quality assessment using six steps including Pearson correlation analysis, principal component analysis, the calculation of the vector norm values, the relationship analysis between environmental factors and soil quality, linear transformation and parameters score calculation, and sort packet. The results showed that RMSE value for the method for soil quality digital cartography based on spatial interpolation of the results of the participating indicators (RMSE = 0.03831) is the largest, so the accuracy is the lowest, where RMSE value is minimum for the method based on calculated SQI and regression kriging (RMSE = 0.01897), so the accuracy is the highest. The size relationship of RMSE values for the five methods: M1≤M2≤M3≤M4≤M5.The precision accuracy of the M1method widely used is the minimum, the process is more cumbersome, and cannot reflect the characteristics of the highly heterogeneous landscape of the study area. For the method, the degree affected by the different participating indicators is relatively large, often showing a similar distribution pattern and some indicators, compared with the measured value of samples, prediction results are generally too large. Based on the soil quality index calculated, soil quality digital mapping method by means of geostatistical methods was relatively more scientific and reasonable, and predicted effect based on the soil quality index calculated and the regression kriging method was the best, and the relative increase in accuracy rate reached 50% more with respect to the method based on spatial interpolation results of the participating indicators. Considering the spatial mapping accuracy, the degree of sophistication of the process, the method based on the soil quality index calculated and regression kriging is optimal among the five methods of the study design, which uses a linear combination of the environment variables as an external drift trend to separate the residuals and it can eliminate smoothly, not only solve the larger problem on regression residuals, but also avoid the interpolation limitations of the highly heterogeneous landscape, and the predicted results was most consistent with the actual situation.
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收藏
页码:254 / 262
页数:8
相关论文
共 35 条
[21]  
Pei T., Qin C., Zhu A., Et al., Mapping soil organic matter using the topographic wetness index: a comparative study based on different flow-direction algorithms and kriging methods, Ecological Indicator, 10, 3, pp. 610-619, (2010)
[22]  
Chai X., Huang Y., Yuan X., Et al., Enhancing spatial prediction of soil properties using elevation, Scientia Agricultura Sinica, 40, 12, pp. 2766-2773, (2007)
[23]  
Chai X., Huang Y., Yuan X., Et al., Random simulation of soil organic matter using elevation as auxiliary information, Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 24, 12, pp. 210-214, (2008)
[24]  
Chai X., Shen C., Yuan X., Et al., Spatial prediction of soil organic matter in the presence of different external trends with REML-EBLUP, Geoderma, 148, pp. 159-166, (2008)
[25]  
Zhang S., Wang S., Liu N., Et al., Comparison of spatial prediction method for soil texture, Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 27, 1, pp. 332-339, (2011)
[26]  
Zhang S., Wang P., Ye H., Et al., Risk simplified assessment on phosphorus loss risk based on digital soil system at county scale, Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 28, 11, pp. 110-117, (2012)
[27]  
Zhang S., Huang Y., Shen C., Et al., Spatial prediction of soil organic matter using terrain indices and categorical variables as auxiliary information, Geoderma, 171-172, pp. 35-43, (2012)
[28]  
Goovaerts P., Geostatistics for Natural Resources Evaluation, (1997)
[29]  
Webster R., Oliver M., Geostatistics for Environmental Scientists, (2001)
[30]  
pp. 1-49, (1999)