Add to ORKGThe porosity of inhomogeneous media was treated within the random fractal model. Analytic expressions were obtained for the size distribution curves of bulk mesopores. The expressions were verified by analyzing previously obtained experimental data
The self-similar is a common phenomena arising in the field of geology. It has been shown that geoch...
A stochastic geometrical modeling method for reconstructing three dimensional pore scale microstruct...
International audienceThis book covers methods of Mathematical Morphology to model and simulate rand...
The porosity of inhomogeneous media was treated within the random fractal model. Analytic expression...
Fractals are a relatively recent development in mathematics that show promise as a foundation for mo...
A 2D computer simulation method of random packings is applied to sets of particles generated by a se...
The partitioning and transport of solutes within porous matrices is of importance in a variety of pr...
In this paper a fractal permeability model for bi-dispersed porous media is developed based on the f...
Abstract: Field measurements of conductivity, porosity, etc. have shown their are high heterogeneit...
Considerable effort has been directed towards the application of percolation theory and fractal mode...
A method was developed to integrate the truncated power-law distribution of solid volumetric fractio...
The permeability of the fractal porous media is simulated by Monte Carlo technique in this work. Bas...
The scaling properties of fractals are formally defined only in the limit of infinite or infinitessi...
The analytical expressions of the fractal dimensions for wetting and non-wetting phases for unsatura...
The basic concept of effective stress describes the characteristics of fluid and solid interaction i...
The self-similar is a common phenomena arising in the field of geology. It has been shown that geoch...
A stochastic geometrical modeling method for reconstructing three dimensional pore scale microstruct...
International audienceThis book covers methods of Mathematical Morphology to model and simulate rand...
The porosity of inhomogeneous media was treated within the random fractal model. Analytic expression...
Fractals are a relatively recent development in mathematics that show promise as a foundation for mo...
A 2D computer simulation method of random packings is applied to sets of particles generated by a se...
The partitioning and transport of solutes within porous matrices is of importance in a variety of pr...
In this paper a fractal permeability model for bi-dispersed porous media is developed based on the f...
Abstract: Field measurements of conductivity, porosity, etc. have shown their are high heterogeneit...
Considerable effort has been directed towards the application of percolation theory and fractal mode...
A method was developed to integrate the truncated power-law distribution of solid volumetric fractio...
The permeability of the fractal porous media is simulated by Monte Carlo technique in this work. Bas...
The scaling properties of fractals are formally defined only in the limit of infinite or infinitessi...
The analytical expressions of the fractal dimensions for wetting and non-wetting phases for unsatura...
The basic concept of effective stress describes the characteristics of fluid and solid interaction i...
The self-similar is a common phenomena arising in the field of geology. It has been shown that geoch...
A stochastic geometrical modeling method for reconstructing three dimensional pore scale microstruct...
International audienceThis book covers methods of Mathematical Morphology to model and simulate rand...