毛细管压力
分形
分形维数
地质学
毛细管作用
分形分析
矿物学
入侵
多孔介质
多孔性
岩土工程
数学
热力学
地球化学
物理
数学分析
作者
Kewen Li,Roland N. Horne
出处
期刊:Geothermics
[Elsevier]
日期:2006-03-24
卷期号:35 (2): 198-207
被引量:83
标识
DOI:10.1016/j.geothermics.2006.02.001
摘要
Capillary pressure curves of The Geysers rocks have unique features because of their microfractures. The frequently used Brooks–Corey (1964) model does not match these capillary pressure curves. It would be useful to represent these curves mathematically, to provide a model for use in reservoir performance calculations. A general model developed from fractal modeling of a porous medium was applied and found to match the capillary pressure curves of The Geysers rocks satisfactorily. Capillary pressures were measured using a mercury intrusion technique. The values of fractal dimension, which is a representation of rock heterogeneity, were inferred from the match of the general capillary pressure model to the experimental data. The results demonstrate that the heterogeneity of The Geysers rocks can be determined quantitatively using the values of fractal dimension.
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