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一种在土壤属性空间插值中结合分级统计图和实地数据的连贯地质统计学方法。

A coherent geostatistical approach for combining choropleth map and field data in the spatial interpolation of soil properties.

作者信息

Goovaerts P

机构信息

BioMedware, Inc, Ann Arbor, MI 48104, USA.

出版信息

Eur J Soil Sci. 2011 Jun;62(3):371-380. doi: 10.1111/j.1365-2389.2011.01368.x.

DOI:10.1111/j.1365-2389.2011.01368.x
PMID:22308075
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC3270563/
Abstract

Information available for mapping continuous soil attributes often includes point field data and choropleth maps (e.g. soil or geological maps) that model the spatial distribution of soil attributes as the juxtaposition of polygons (areas) with constant values. This paper presents two approaches to incorporate both point and areal data in the spatial interpolation of continuous soil attributes. In the first instance, area-to-point kriging is used to map the variability within soil units while ensuring the coherence of the prediction so that the average of disaggregated estimates is equal to the original areal datum. The resulting estimates are then used as local means in residual kriging. The second approach proceeds in one step and capitalizes on: 1) a general formulation of kriging that allows the combination of both point and areal data through the use of area-to-area, area-to-point, and point-to-point covariances in the kriging system, 2) the availability of GIS to discretize polygons of irregular shape and size, and 3) knowledge of the point-support variogram model that can be inferred directly from point measurements, thereby eliminating the need for deconvolution procedures. The two approaches are illustrated using the geological map and heavy metal concentrations recorded in the topsoil of the Swiss Jura. Sensitivity analysis indicates that the new procedures improve prediction over ordinary kriging and traditional residual kriging based on the assumption that the local mean is constant within each mapping unit.

摘要

可用于绘制连续土壤属性的信息通常包括点场数据和分级统计图(如土壤或地质图),这些图将土壤属性的空间分布建模为具有恒定值的多边形(区域)的并置。本文提出了两种方法,将点数据和面数据都纳入连续土壤属性的空间插值中。首先,使用面到点克里金法来绘制土壤单元内的变异性,同时确保预测的连贯性,以便分解估计值的平均值等于原始面数据。然后,将得到的估计值用作残差克里金法中的局部均值。第二种方法是一步完成,并利用:1)克里金法的一般公式,该公式允许通过在克里金系统中使用面到面、面到点和点到点协方差来组合点数据和面数据;2)地理信息系统(GIS)可用于离散不规则形状和大小的多边形;3)可直接从点测量中推断出的点支撑变异函数模型的知识,从而无需进行反卷积程序。使用瑞士汝拉地区表土中的地质图和重金属浓度对这两种方法进行了说明。敏感性分析表明,基于每个绘图单元内局部均值恒定的假设,新方法比普通克里金法和传统残差克里金法能更好地进行预测。

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Geoderma. 2012 Jan 15;170:347-358. doi: 10.1016/j.geoderma.2011.10.007.
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本文引用的文献

1
Kriging and Semivariogram Deconvolution in the Presence of Irregular Geographical Units.存在不规则地理单元时的克里金法和半变异函数反褶积
Math Geol. 2008;40(1):101-128.
2
Geostatistical analysis of soil contamination in the Swiss Jura.瑞士汝拉地区土壤污染的地统计分析。
Environ Pollut. 1994;86(3):315-27. doi: 10.1016/0269-7491(94)90172-4.