The anomalous diffusion exponent depends on the fractal dimension. Decreasing fractal dimension leads to increasing the anomalous diffusion exponent. Anomalous diffusion coefficient is related to fractal dimension by its dimension.
Mar 16, 2018
The diffusion in such systems is anomalous, exhibiting large deviations from the linear dependence of the mean squared displacement on time. Many other ...
This chapter is concerned with the problem of diffusion on fractal networks, which plays a central role when we investigate dynamical properties of fractals ...
The authors showed that using the anomalous diffusion approach is beneficial for assessing fractal systems. Then, Chen and Raghavan (2015) changed a new ...
It will be shown that anomalous diffusion on both random and regular fractals can be described by the parameter u. The solution of the generalized diffusion ...
In this study, we examine the modeling of the naturally fractured reservoirs based on the fractal, Metzler, and Raghavan anomalous diffusion models.
Jul 1, 2015 · The model makes it possible to deduce anomalous diffusion properties from experimental data obtained even for short time periods and to estimate the transport ...
We investigate the ergodic properties of a random walker performing (anomalous) diffusion on a random fractal geometry.
There are physical problems where one is faced with anomalous properties arising both from an underlying percolation network and from a power law distribution ...
May 5, 2017 · We present exact analytical results for properties of anomalous diffusion on a fractal mesh. The fractal mesh structure is a direct product of two fractal sets.
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