排序方式: 共有7条查询结果,搜索用时 62 毫秒
1
1.
2.
分形理论在土壤学研究中的应用进展 总被引:1,自引:0,他引:1
在前人研究的基础上,再次全面系统地对分形理论在土壤学中的应用进展进行综述,并在此基础上阐述了分形理论在土壤学中应用的不足和展望,创新提出了分形理论在土壤第一生产力研究和土壤气体排放研究中应用的未来新热点。 相似文献
3.
4.
6.
Soils generally vary in a quite complex way. To assess and model spatial variability, several variables can be sampled in addition to the target used to quantify and describe the main phenomenon under study. One of the major advantages of geostatistics over simpler spatialization methods is that sparsely observations of the primary attribute can be complemented by secondary attributes that are more densely sampled. Two methods were applied to incorporate dense secondary information: multicollocated cokriging, which restricts the neighbourhood to the only secondary data collocated with the available data of the primary variable and simple cokriging with varying local means related to crisp classes. The objective of this paper was to find the method that best improves the estimation of primary attributes through dense secondary information for the study area, which was the province of Siena in central Italy, an area of about 3820 km2. Soil samples were taken at 742 locations and depth, sand and clay contents and available water capacity were determined. 相似文献
7.
分形几何在土壤学中的应用及其展望 总被引:6,自引:4,他引:6
本文介绍了在土壤学中得到应用的分形几何理论的主要内容,论述了分形理论在土壤学中的应用,根据土壤数据的分形结构和性质,探讨了分形理论应用于土壤学的途径和前景。 相似文献
1