摘要
地质现象具有复杂的自相似结构,适宜于用分数维描述。本文以陕甘宁盆地中部气田中区马五储层的孔隙度数据为例,对分形理论在储层非物质研究中的应用作了探讨,效果良好。
Geologic Bodies have complex self-similar construction, and therefore are suitable tobe described by fractional demension. Taking as an example the porosity data of reservoirMa 5. 1 in the middle gas pools in Shan-Gan-Ning Basin, this paper studies the applicationof the fractional theory in studying non-homogeneity of reservoirs, the result of which issatisfactory.
出处
《西南石油学院学报》
CSCD
1995年第3期61-65,共5页
Journal of Southwest Petroleum Institute
关键词
孔隙度
分形几何
储集层
非均质
石油勘探
Reservoir Characteristics
Porosity distribution
Fractional dimension
Non-homogeneity
Mathematical geology