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A mathematical determination of the pore size distribution and fractal dimension of a porous sample using spontaneous imbibition dynamics theory
Mumuni Amadu,
Michal J. Pegg
Chemical Engineering
Research output
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Contribution to journal
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Article
›
peer-review
6
Citations (Scopus)
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Dive into the research topics of 'A mathematical determination of the pore size distribution and fractal dimension of a porous sample using spontaneous imbibition dynamics theory'. Together they form a unique fingerprint.
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Keyphrases
Capillary Pressure Method
11%
Capillary Tube
11%
Capillary Tube Model
11%
Fractal Pore Structure
11%
Petroleum Engineering
11%
Petrophysical
11%
Petrophysical Data
11%
Porosity-permeability
11%
Porous Samples
100%
Sandstone Core
11%
Spontaneous Imbibition Test
11%
Agricultural and Biological Sciences
Fractal Dimension
100%
Imbibition
100%
Engineering
Capillary Tube
22%
Parameter Data
11%
Petroleum Engineering
11%
Porous Sample
100%
Earth and Planetary Sciences
Construction Industry
14%
Imbibition
100%
Petroleum Engineering
14%
Mathematics
Fractal Dimension
100%
Material Science
Pore Size Distribution
100%