Thermal Science

A powerful analytical method to some non-linear wave equations

THERMAL SCIENCE, volume 28, No. 4, YEAR 2024

variational iteration method, 1-D wave equation, non-linear diffusion equation

Approximate analytical solutions of generalized fractional Korteweg-de Vries equation

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

generalized fractal Korteweg-de Vries equation, fractal derivative, Caputo derivative, variational iteration method

The variational iteration method for Whitham-Broer-Kaup system with local fractional derivatives

THERMAL SCIENCE, volume 26, No. 3, YEAR 2022

Whitham-Broer-Kaup system, fractal media, Yang-Laplace transform, variational iteration method

A short review on approximate analytical methods for non-linear problems

THERMAL SCIENCE, volume 26, No. 3, YEAR 2022

variational iteration method, homotopy perturbation method, Fredholm integral equation of the second kind

Two analytical methods for time fractional Caudrey-Dodd-Gibbon-Sawada-Kotera equation

THERMAL SCIENCE, volume 26, No. 3, YEAR 2022

time FCDGSKE, fractional complex transform, homotopy perturbation method, variational iteration method

Analytical solution to local fractional Landau-Ginzburg-Higgs equation on fractal media

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

Landau-Ginzburg-Higgs equation, fractal media, Yang-Laplace transform, variational iteration method

He’s fractal calculus and its application to fractal Korteweg-de Vries equation

THERMAL SCIENCE, volume 25, No. 3, YEAR 2021

He’s fractal derivative, Fractal Kdv equation, fractal space, variational iteration method

The extended variational iteration method for local fractional differential equation

THERMAL SCIENCE, volume 25, No. 2, YEAR 2021

local fractional calculus, variational iteration method, boundary value problems, Lagrange’s multiply

Analytical solutions to contact problem with fractional derivatives in the sense of Caputo

THERMAL SCIENCE, volume 24, Supplement, YEAR 2020

contact problem, obstacle, variational iteration method, fractional derivative

The local fractional variational iteration method a promising technology for fractional calculus

THERMAL SCIENCE, volume 24, No. 4, YEAR 2020

local fractional derivative, local fractional integral, variational iteration method, Sumudu transform

Conformable fractional derivative and its application to fractional Klein-Gordon equation

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

Conformable fractional derivative, fractional complex transform, fractional Klein-Gordon equation, variational iteration method

A new method solving local fractional differential equations in heat transfer

THERMAL SCIENCE, volume 23, No. 3, YEAR 2019

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

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

A fractional model for heat transfer in Mongolian yurt

THERMAL SCIENCE, volume 21, No. 4, YEAR 2017

fractional model, mongolian yurt, variational iteration method

On varitional iteration method for fractional calculus

THERMAL SCIENCE, volume 21, No. 4, YEAR 2017

fractional equation, variational iteration method, fractional power series

A variational-perturbation method for solving the time-dependent singularly perturbed reaction-diffusion problems

THERMAL SCIENCE, volume 20, Supplement 3, YEAR 2016

reaction-diffusion problems, variational iteration method, perturbation theory, boundary layers

A dye removal model with a fuzzy initial condition

THERMAL SCIENCE, volume 20, No. 3, YEAR 2016

fuzzy equation, variational iteration method, Langmuir isotherm, analytical solution

He's fractional derivative for non-linear fractional heat transfer equation

THERMAL SCIENCE, volume 20, No. 3, YEAR 2016

fractal derivative, variational iteration method, fractional complex transform, fractional heat transfer equation

A fractional model for insulation clothings with cocoon-like porous structure

THERMAL SCIENCE, volume 20, No. 3, YEAR 2016

fractional model, insulation clothings, variational iteration method

On fractal space-time and fractional calculus

THERMAL SCIENCE, volume 20, No. 3, YEAR 2016

He's fractional derivative, Adomian's decomposition method, variational iteration method, exp-function method, fractional complex transform, fractional Fornberg-Whitham equation

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

Approximate solutions of fractional non-linear evolution equations

THERMAL SCIENCE, volume 18, No. 5, YEAR 2014

variational iteration method, laplace transform, homotopy perturbation method, fractional equation, non-linear equation, Caputo derivative

Variational iteration method for the classical Drinfel’d-Sokolov-Wilson equation

THERMAL SCIENCE, volume 18, No. 5, YEAR 2014

variational iteration method, Drinfel’d-Sokolov-Wilson equation

Analytical investigation of nonlinear model arising in heat transfer through the porous fin

THERMAL SCIENCE, volume 18, No. 2, YEAR 2014

heat transfer, porous fin, homotopy perturbation method, variational iteration method, perturbation method

Variational iteration method to solve moving boundary problem with temperature dependent physical properties

THERMAL SCIENCE, volume 15, Supplement 2, YEAR 2011

moving boundary problem, phase change process, temperature distribution, thermal conductivity and specific heat, freezing, Stefan number, variational iteration method

Numerical analysis of forth-order boundary value problems in fluid mechanics and mathematics

THERMAL SCIENCE, volume 14, No. 4, YEAR 2010

magnetohydrodynamics, variational iteration method, fourth-order differential equations, boundary value problems

Solution of one-dimensional moving boundary problem with periodic boundary conditions by variational iteration method

THERMAL SCIENCE, volume 13, No. 2, YEAR 2009

moving boundary problem, variational iteration method, temperature distribution, interface position, Lagrange multiplier, Mittag-Leffler function, finite volume method

Thermal Science Journal [keyword: variational iteration method]