In this article, the Daftardar-Gejji and Jafari method (DJM) is used to obtain an approximate analytical solution of the sine-Gordon equation. Some examples are solved to demonstrate the accuracy of DJM. A comparison study between DJM, the variational iteration method (VIM), and the exact solution are presented. The comparison of the present symmetrical results with the existing literature is satisfactory
This project deals with creating a numerical solver of the sine-Gordon equation using the summation-...
In this paper, we practiced relatively new, analytical method known as the variational homotopy pert...
AbstractIn this paper, we practiced relatively new, analytical method known as the variational homot...
In this Letter, sine-Gordon-type equations, including single sine-Gordon equation, double sine-Gordo...
This present paper considers the approximate-analytical solution of some classical Riccati Different...
This thesis investigates the nonlinear partial differential equation known as sine-Gordon and its sp...
This thesis investigates the nonlinear partial differential equation known as sine-Gordon and its sp...
We propose a method to deal with the general sine-Gordon equation. Several new exact travelling wave...
In this work, we use a reproducing kernel method for investigating the sine-Gordon equation with ini...
In this work, approximate analytical solution of the sine-Gordon equation with initial conditions is...
In this paper, we introduce a modified variational iteration method for solving nonlinear differenti...
In this paper, the reduced differential transform method (RDTM) is successfully implemented for solv...
This paper explores the utility of a sixth-order compact finite difference (CFD6) scheme for the sol...
This paper explores the utility of a sixth-order compact finite difference (CFD6) scheme for the sol...
In this work, approximate analytical solution of the sine-Gordon equation with initial conditions is...
This project deals with creating a numerical solver of the sine-Gordon equation using the summation-...
In this paper, we practiced relatively new, analytical method known as the variational homotopy pert...
AbstractIn this paper, we practiced relatively new, analytical method known as the variational homot...
In this Letter, sine-Gordon-type equations, including single sine-Gordon equation, double sine-Gordo...
This present paper considers the approximate-analytical solution of some classical Riccati Different...
This thesis investigates the nonlinear partial differential equation known as sine-Gordon and its sp...
This thesis investigates the nonlinear partial differential equation known as sine-Gordon and its sp...
We propose a method to deal with the general sine-Gordon equation. Several new exact travelling wave...
In this work, we use a reproducing kernel method for investigating the sine-Gordon equation with ini...
In this work, approximate analytical solution of the sine-Gordon equation with initial conditions is...
In this paper, we introduce a modified variational iteration method for solving nonlinear differenti...
In this paper, the reduced differential transform method (RDTM) is successfully implemented for solv...
This paper explores the utility of a sixth-order compact finite difference (CFD6) scheme for the sol...
This paper explores the utility of a sixth-order compact finite difference (CFD6) scheme for the sol...
In this work, approximate analytical solution of the sine-Gordon equation with initial conditions is...
This project deals with creating a numerical solver of the sine-Gordon equation using the summation-...
In this paper, we practiced relatively new, analytical method known as the variational homotopy pert...
AbstractIn this paper, we practiced relatively new, analytical method known as the variational homot...