Fractal geometry has become a widely accepted descriptive tool for speci"c physical properties of natural soils and fractal scaling has recently been proposed as a model for soil particle size distribution. In this work, the cumulative mass distribution of dry soil aggregates, M(r(R), was estimated
Geostatistical strategy for soil sampling: the survey and the census
β Scribed by George T. Flatman; Angelo A. Yfantis
- Publisher
- Springer
- Year
- 1984
- Tongue
- English
- Weight
- 861 KB
- Volume
- 4
- Category
- Article
- ISSN
- 0167-6369
No coin nor oath required. For personal study only.
β¦ Synopsis
A soil sampling strategy for spatially correlated variables using the tools of geostatistical analysis is developed. With a minimum of equations, the logic of geostatistical analysis is traced from the modeling of a semi-variogram to the output isomaps of pollution estimates and their standard deviations. These algorithms provide a method to balance precision, accuracy, and costs. Their axiomatic assumptions dictate a two-stage sampling strategy. The first stage is a sampling survey, using a radial grid, to collect enough data to define, by a semi-variogram, the ranges of influence and the orientation of the correlation structure of the pollutant plume. The second stage is a census of the suspected area with grid shape, sizes and orientation dictated by the semi-variogram. The subsequent kriging analysis of this data gives isopleth maps of the pollution field and the standard error isomap of this contouring. These outputs make the monitoring data understandable for the decision maker.
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