Thermal Science - scientific journal [keyword: diffusion equation]

THERMAL SCIENCE

International Scientific Journal

Thermal Science Journal [keyword: diffusion equation]

Papers published in THERMAL SCIENCE also containing keyword diffusion equation

A novel numerical manner for non-linear coupled variable order reaction-diffusion equation

THERMAL SCIENCE, volume 27, Special Issue, YEAR 2023

variable order derivatives, diffusion equation, Bernstein polynomials, convergence analysis, error bounds

Special solutions for the Laplace and diffusion equations associated with the algebraic number field

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

diffusion equation, Laplace equation, entire functions, algebraic number field, number theory

On the solution for the diffusion equation related to the L-functions attached to cusp forms

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

diffusion equation, entire function, L-functions, cusp forms, Fourier cosine transform

An odd entire-function solution for one-dimensional diffusion equation in theory of modular form

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

diffusion equation, odd entire function, Fourier sine integral, modular form

Reduced differential transform and variational iteration methods for 3-D diffusion model in fractal heat transfer within local fractional operators

THERMAL SCIENCE, volume 22, Supplement, YEAR 2018

local fractional operator, reduced differential transform method, diffusion equation, variational iteration method

Analytical solutions of linear diffusion and wave equations in semi-infinite domains by using a new integral transform

THERMAL SCIENCE, volume 21, Supplement, YEAR 2017

integral transform, diffusion equation, wave equation, analytical solution

The Fourier-Yang integral transform for solving the 1-D heat diffusion equation

THERMAL SCIENCE, volume 21, Supplement, YEAR 2017

fundamental solution, heat equation, diffusion equation, Fourier-Yang integral transform, Fourier-like integral transform

A new technology for solving diffusion and heat equations

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

heat transfer, diffusion equation, heat equation, integral transform, approximate solution

Local fractional variational iteration algorithm iii for the diffusion model associated with non-differentiable heat transfer

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

heat transfer, diffusion equation, analytical solution, variational iteration algorithm III, diffusion equation, local fractional calculus

Local fractional variational iteration algorithm iii for the diffusion model associated with non-differentiable heat transfer

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

heat transfer, diffusion equation, analytical solution, variational iteration algorithm III, diffusion equation, local fractional calculus

On local fractional operators View of computational complexity: Diffusion and relaxation defined on cantor sets

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

complex systems, diffusion equation, relaxation equation, local fractional derivative, Cantor set

Solution of diffusion equation with local derivative with new parameter

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

diffusion equation, local derivative with new parameter, stability, convergence

Laplace variational iteration method for the two-dimensional diffusion equation in homogeneous materials

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

local fractional Laplace variational iteration method, diffusion equation, non-differentiable solution, local fractional derivative

Adomian decomposition method for three-dimensional diffusion model in fractal heat transfer involving local fractional derivatives

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

Adomian decomposition method, diffusion equation, fractal heat transfer, local fractional derivative

A decomposition method for solving diffusion equations via local fractional time derivative

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

iterative method, local fractional derivative, diffusion equation, Daftardar-Jafari method

The diffusion model of fractal heat and mass transfer in fluidized bed a local fractional arbitrary Euler-Lagrange formula

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

diffusion equation, Fick’ law, fluidized bed, local fractional vector calculus

A new iteration algorithm for solving the diffusion problem in non-differentiable heat transfer

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

variational iteration algorithm, LFVIA-II, diffusion equation, heat transfer, non-differentiable, local fractional derivative

A novel schedule for solving the two-dimensional diffusion problem in fractal heat transfer

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

variational iteration method, diffusion equation, fractal heat transfer, local fractional derivative

A new numerical technique for solving fractional sub-diffusion and reaction sub-diffusion equations with a non-linear source term

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

local fractional variational iteration method, diffusion equation, non-differentiable solution, local fractional derivative

A new coupling schedule for series expansion method and Sumudu transform with an applications to diffusion equation in fractal heat transfer

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

diffusion equation, Sumudu series expansion method, fractal heat transfer, local fractional derivative

Local fractional Laplace series expansion method for diffusion equation arising in fractal heat transfer

THERMAL SCIENCE, volume 19, Supplement, YEAR 2015

analytical solution, diffusion equation, heat transfer, Laplace series expansion method, laplace transform

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