SOLUTE TRANSPORT PROBLEM IN A TWO-DIMENSIONAL FRACTAL POROUS MEDIUM

Kaytarov Z; Akramov Sh; Sariyev Sh

SOLUTE TRANSPORT PROBLEM IN A TWO-DIMENSIONAL FRACTAL POROUS MEDIUM

Authors

Kaytarov Z Phd student, Samarkand State University named after Sharof Rashidov
Akramov Sh Master student, Samarkand State University named after Sharof Rashidov
Sariyev Sh Master student, Samarkand State University named after Sharof Rashidov

Keywords:

components, expressions, velocity, Nonhomogeneity

Abstract

The problem of anomalous solute transport in a semi-infinite two-dimensional fractal nonhomogeneous porous medium is posed and numerically solved. Initially, the fluid in the medium is considered solute free. Nonhomogeneity of the medium is expressed by linear and quadratic expressions of spatial coordinates for velocity components and diffusion coefficients respectively.

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Published

2022-05-16

How to Cite

Kaytarov Z, Akramov Sh, & Sariyev Sh. (2022). SOLUTE TRANSPORT PROBLEM IN A TWO-DIMENSIONAL FRACTAL POROUS MEDIUM. E Conference Zone, 70–76. Retrieved from http://econferencezone.org/index.php/ecz/article/view/889