We present results on Monte Carlo simulations for invasion percolation with trapping considering the presence of spatial size correlations, a problem which is relevant to multiphase flow in field scale of porous media. The correlations are generated through the dual site bond model, characterized by a spatial correlation length r0, which depends on the overlap between site and bond distributions. Our results indicate that in two-dimensional lattices the fractal dimension of the sample-spanning cluster, is non-universal and vary with the correlation. Comparison with other authors recent findings is presented.Fil: López, Raúl Horacio. Consejo Nacional de Investigaciones Científicas y Técnicas. Centro Científico Tecnológico Conicet - San Luis....
Employing highly efficient algorithms for simulating invasion percolation (IP), whose execution time...
Considerable effort has been directed towards the application of percolation theory and fractal mode...
We investigate the percolation thresholds of both random and invasion percolation in two and three d...
Invasion percolation is studied on a correlated porous network described through a site-bond model ...
Invasion percolation with trapping (TIP) is studied on two kinds of pore networks. The first class o...
We present the results of extensive Monte Carlo simulations of the invasion percolation model with t...
We study how the dynamics of a drying front propagating through a porous medium are affected by small...
We study how the dynamics of a drying front propagating through a porous medium are affected by smal...
The percolation of high-permeability cells in geo-reservoir models is affected by cluster correlatio...
This thesis comprises analytic and numerical studies of static, geometrical properties of fractals a...
Employing highly efficient algorithms for simulating invasion percolation (IP) with trapping, we obt...
The invasion percolation model is used to investigate the effect of correlated heterogeneity on capi...
In this Letter we give experimental grounding for the remarkable observation made by Furuberg et al....
Fractals are a relatively recent development in mathematics that show promise as a foundation for mo...
Fractals are a relatively recent development in mathematics that show promise as a foundation for mo...
Employing highly efficient algorithms for simulating invasion percolation (IP), whose execution time...
Considerable effort has been directed towards the application of percolation theory and fractal mode...
We investigate the percolation thresholds of both random and invasion percolation in two and three d...
Invasion percolation is studied on a correlated porous network described through a site-bond model ...
Invasion percolation with trapping (TIP) is studied on two kinds of pore networks. The first class o...
We present the results of extensive Monte Carlo simulations of the invasion percolation model with t...
We study how the dynamics of a drying front propagating through a porous medium are affected by small...
We study how the dynamics of a drying front propagating through a porous medium are affected by smal...
The percolation of high-permeability cells in geo-reservoir models is affected by cluster correlatio...
This thesis comprises analytic and numerical studies of static, geometrical properties of fractals a...
Employing highly efficient algorithms for simulating invasion percolation (IP) with trapping, we obt...
The invasion percolation model is used to investigate the effect of correlated heterogeneity on capi...
In this Letter we give experimental grounding for the remarkable observation made by Furuberg et al....
Fractals are a relatively recent development in mathematics that show promise as a foundation for mo...
Fractals are a relatively recent development in mathematics that show promise as a foundation for mo...
Employing highly efficient algorithms for simulating invasion percolation (IP), whose execution time...
Considerable effort has been directed towards the application of percolation theory and fractal mode...
We investigate the percolation thresholds of both random and invasion percolation in two and three d...