Thermal Science - scientific journal [keyword: anomalous diffusion]

THERMAL SCIENCE

International Scientific Journal

Thermal Science Journal [keyword: anomalous diffusion]

Papers published in THERMAL SCIENCE also containing keyword anomalous diffusion

Fractional dual-phase-lag heat conduction with periodic heating and photo-thermal response

THERMAL SCIENCE, volume 27, No. 3, YEAR 2023

anomalous diffusion, Fractional Dynamics, Generalized Cattaneo Equation

Non-Fickian transport models for characterising the sediment suspension in unsteady flows

THERMAL SCIENCE, volume 27, No. 1, YEAR 2023

non-Fickian, suspended sediment, vertical distribution, anomalous diffusion, turbulence

A new generalization of the y-function applied to model the anomalous diffusion

THERMAL SCIENCE, volume 26, No. 2, YEAR 2022

anomalous diffusion, special function, Y-function, I-function, H-function, G-function

A two-level high accuracy linearized difference scheme for the Benjamin-Bona-Mahony equation

THERMAL SCIENCE, volume 26, No. 2, YEAR 2022

anomalous diffusion, Riesz fractional derivative, Riesz-type fractional derivative with respect to monotone increasing function, Riesz-type fractional derivative with respect to power-law function

Anomalous diffusion models with respect to monotone increasing functions

THERMAL SCIENCE, volume 26, No. 2, YEAR 2022

anomalous diffusion, Riesz fractional derivative, Riesz-type fractional derivative with respect to monotone increasing function, Riesz-type fractional derivative with respect to power-law function

The y function applied in the study of an anomalous diffusion

THERMAL SCIENCE, volume 25, No. 6, YEAR 2021

Y function, Fox H function, Meijer G function, anomalous diffusion, generalized hypergeometric function

A new fractional derivative model for the anomalous diffusion problem

THERMAL SCIENCE, volume 23, Supplement 3, YEAR 2019

fractional derivative, exponential decay kernel, anomalous diffusion, analytical solution, laplace transform

A new general fractional-order derivative with Rabotnov fractional-exponential kernel

THERMAL SCIENCE, volume 23, No. 6, YEAR 2019

anomalous diffusion, general fractional-order derivataive, Rabotnov fractional-exponential function, non-singular kernel, power law

Three-dimensional Hausdorff derivative diffusion model for isotropic/anisotropic fractal porous media

THERMAL SCIENCE, volume 22, Supplement, YEAR 2018

anomalous diffusion, Hausdorff derivative, Hausdorff fractaldistance, fundamental solution

General fractional-order anomalous diffusion with non-singular power-law kernel

THERMAL SCIENCE, volume 21, Supplement, YEAR 2017

general fractional derivative with nonsingular power-law kernel, Riemann-Liouville general fractional derivative, Liouville-Caputo general fractional derivative, anomalous diffusion

General fractional calculus in non-singular power-law kernel applied to model anomalous diffusion phenomena in heat transfer problems

THERMAL SCIENCE, volume 21, Supplement, YEAR 2017

heat transfer, anomalous diffusion, general fractional calculus, Fourier transforms

A variable-order fractal derivative model for anomalous diffusion

THERMAL SCIENCE, volume 21, No. 1, YEAR 2017

anomalous diffusion, variable-order fractal derivative, stretched Gaussian distribution, porosity-gradient

Solutions for a fractional diffusion equation with radial symmetry and integro-differential boundary conditions

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

fractional derivative, diffusion equation, anomalous diffusion