期刊
ADVANCES IN GEO-ENERGY RESEARCH
卷 5, 期 2, 页码 153-165出版社
Yandy Scientific Press
DOI: 10.46690/ager.2021.02.05
关键词
Shale fractal dimensions; adsorption isotherm analysis; curve fitting uncertainties; optimization setups; pore-scale distributions; organic-rich shales
The surface roughness of shales has a significant impact on the petroleum resources they can store and recover, with the fractal dimension serving as a key indicator of roughness. Gas adsorption experiments and the Frenkel-Halsey-Hill fractal technique are commonly used to derive estimates of the fractal dimension from isotherm data, with different methods yielding varying results, particularly in shales with complex pore-scale distributions.
Surface roughness of shales has a key influence on the petroleum resources they are able to store and the fraction of them that can be recovered. The fractal dimension quantifies the degree of roughness and is influenced primarily by the pore surfaces within the shale that typically include micro-, meso- and macro-pores. Isotherms generated by gas adsorption experiments are the common data source used to derive estimates of fractal dimension. The Frenkel-Halsey-Hill fractal technique is the most widely applied fractal dimension estimation method. Other methods can derive fractal dimension from isotherm data but typically the values they generate are different from the Frenkel-Halsey-Hill derived fractal dimension values. Moreover, those differences can vary significantly depending on the type of shales involved. Those shales displaying more complex pore-scale distributions including extensive micro-porosity components tend to be associated with the greatest discrepancies. A comparison of three fractal dimension calculation methods applied to shales reveals aspects of their calculation and interpretation methods that explain the differences in the fractal dimension values they generate. This study identifies the uncertainties that should be taken into account when applying the methods and the appropriate curve fitting optimization configurations that should be evaluated. Taking these factors into account leads to more realistic selections of appropriate fractal dimension values from gas adsorption isotherms of organic-rich shales.
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