同时利用分形克里金插值理论，建立了孔隙度和渗透率的分形几何模型。
The fractional geometry model of porosity and permeability was developed based on fractional Kriging interpolation principles.
与各向同性相比，碱解氮在各向异性条件下克里金插值精度提高了42.8%。
Precision of the Kriging interpolation of alkalytic N was improved by 42.8% considering anisotropy of spatial variability.
该算法采用原本用于空间插值的普通克里金方法创建虚拟井。
The algorithm applied the ordinary Kriging method that was originally used in spatial interpolation to construct virtual Wells.
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