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Various anisotropic diffusion and super diffusion operators originated from image edge detection are proposed for the treatment of hyperbolic conservation laws and near-hyperbolic hydrodynamic equations of change.
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As discussed in Section 3, we can control diffusivity by setting suitable values of α 1 and α 2. Smaller diffusivity parameters result in frequent long flights and super-diffusion, whereas higher parameters reveal frequent small steps and sub-diffusion.
If (1super-diffusion).
It leads to the theory of sub- and super-diffusion, which is well applicable in reaction-diffusion systems.
There exist fractional models which have fractional orders lying in (1, 2), for example, super-diffusion [19].
Here, the properties of spectral entropy are investigated for the cases of sub-diffusion and super-diffusion.
In the field of mathematical epidemiology, especially the super-diffusion case is of interest since it describes a more realistic spreading than normal diffusion on regular lattices.
The case (sigma =1) corresponds to the classical diffusion, and the transport phenomenon exhibits sub-diffusion for (sigma <1) while super-diffusion is associated with (sigma >1).
Empirically, super-diffusion processes are displayed by investigating the effect of the fractional power of the underlying Laplacian operator on the pattern formation found in these models.
The value of β = 1.2448 implies that absorption onto this swelling porous media belong to the category of super-diffusion, which is a phenomenon unknown to us before.
The error propagation equation is analyzed to identify different types of errors as those due to sub- or super-diffusion and dispersive diffusion errors.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com