Hydrodynamic methods of studying porous media with a fractal structure are considered
Journal Article
·
· Journal of Engineering Physics and Thermophysics
OSTI ID:121323
Hydrodynamic methods of studying porous media with a fractal structure are considered. Following O`Shaughnessy and Procaccia, in this paper we consider the generalization of the equation of piezoelectric conduction to the case of filtration in porous media with a fractal structure. A real system with fractal properties has a characteristic length {epsilon} (correlation length) such that on scales greater than {epsilon} the system homogeneous. Roughly speaking, it can be represented as consisting of fractal blocks of size {epsilon}. The problem of unsteady filtration in porous media with a fractal structure can be formulated upon satisfaction of the condition. 6 refs., 1 fig.
- OSTI ID:
- 121323
- Journal Information:
- Journal of Engineering Physics and Thermophysics, Journal Name: Journal of Engineering Physics and Thermophysics Journal Issue: 6 Vol. 61; ISSN 1062-0125; ISSN JEPTER
- Country of Publication:
- United States
- Language:
- English
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