OGILVY GENERALIZED MATHEMATICAL MODEL OF RADON TRANSPORT IN TWO-LAYER MEDIUM WITH FRACTAL PROPERTIES
The paper presents a mathematical model of radon transport in the subsurface with fractal properties, which generalizes the known model VT Dubinchuk. Fractal properties of the geological medium can be described by the method of fractional derivatives. Model transport equation of radon have been recorded in terms of the derivative Gerasimov-Caputo fractional 0 <<1, the solution of which was obtained in an analytical form and recorded using a special function of Mittag-Leffler. Next it was conducted visualization of simulation results.