TL;DR
This paper investigates subdiffusive behavior on a fractal comb structure, proposing a mechanism that links the transport exponent to the fractal geometry, thereby explaining how complex geometries influence diffusion dynamics.
Contribution
It introduces a novel mechanism for subdiffusion on fractal combs, establishing a direct relationship between the transport exponent and fractal geometry.
Findings
Transport exponent varies with fractal geometry.
A new mechanism explains subdiffusion with exponents different from 1/2.
Fractal structure determines diffusion characteristics.
Abstract
Subdiffusion on a fractal comb is considered. A mechanism of subdiffusion with a transport exponent different from 1/2 is suggested. It is shown that the transport exponent is determined by the fractal geometry of the comb.
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