Add to ORKGAn approximate numerical solution to the Generalized Burgers and the Burgers-Huxley Systems with two coupled equations using ADM-Padé technique is presented along with an analysis of the convergence of the ADM series solutions to the systems using the properties of the involved differential operators. ADM-Padé technique is a combination of Adomian decomposition method and Padé approximation. The Padé technique is used to enhance the accuracy and speed up the convergence rate of the truncated series solution produced by the ADM. Numerical results are given in graphical form for explicit examples of the two systems
In this article, up to tenth-order finite difference schemes are proposed to solve the generalized B...
Purpose - The purpose of this paper is to present an approach capable of solving Burgers' equation. ...
Abstract. We consider a coupled system of viscous Burgers ’ equations with appropriate initial value...
We present an approximate numerical solution to generalized Burgers and Burgers_Huxley systems with ...
AbstractWe present an approximate numerical solution to generalized Burgers and Burgers–Huxley syste...
AbstractThe application of Adomian's decomposition method to partial differential equations, when th...
AbstractIn this paper, the Differential Transformation Method (DTM) is employed to obtain the numeri...
In this paper, the approximate solution for the generalized time-delayed Burgers-Huxley equation is ...
Copyright © 2013 Abdulghafor M. Al-Rozbayani and Mohammed O. Al-Amr. This is an open access article ...
Abstract. In this paper, the homotopy analysis method (HAM) is applied to obtain approximate analyti...
In this article, up to tenth-order finite difference schemes are proposed to solve the generalized B...
WOS: 000289438000014In this study, we combined homotopy perturbation and Pade techniques for solving...
In this study, two-dimensional Burgers' and coupled Burgers' equations are examined by the residual ...
In this paper, we use a collocation method to solve the Burgers-Huxley equation. To achieve this aim...
Burger’s equation plays a key role in explaining the behavior of nonlinear systems. In this paper, E...
In this article, up to tenth-order finite difference schemes are proposed to solve the generalized B...
Purpose - The purpose of this paper is to present an approach capable of solving Burgers' equation. ...
Abstract. We consider a coupled system of viscous Burgers ’ equations with appropriate initial value...
We present an approximate numerical solution to generalized Burgers and Burgers_Huxley systems with ...
AbstractWe present an approximate numerical solution to generalized Burgers and Burgers–Huxley syste...
AbstractThe application of Adomian's decomposition method to partial differential equations, when th...
AbstractIn this paper, the Differential Transformation Method (DTM) is employed to obtain the numeri...
In this paper, the approximate solution for the generalized time-delayed Burgers-Huxley equation is ...
Copyright © 2013 Abdulghafor M. Al-Rozbayani and Mohammed O. Al-Amr. This is an open access article ...
Abstract. In this paper, the homotopy analysis method (HAM) is applied to obtain approximate analyti...
In this article, up to tenth-order finite difference schemes are proposed to solve the generalized B...
WOS: 000289438000014In this study, we combined homotopy perturbation and Pade techniques for solving...
In this study, two-dimensional Burgers' and coupled Burgers' equations are examined by the residual ...
In this paper, we use a collocation method to solve the Burgers-Huxley equation. To achieve this aim...
Burger’s equation plays a key role in explaining the behavior of nonlinear systems. In this paper, E...
In this article, up to tenth-order finite difference schemes are proposed to solve the generalized B...
Purpose - The purpose of this paper is to present an approach capable of solving Burgers' equation. ...
Abstract. We consider a coupled system of viscous Burgers ’ equations with appropriate initial value...