Add to ORKGIn this paper, we consider two extended model equations for shallow water waves. We use He’s variational iteration method (VIM) to solve them. It is proved that this method is a very good tool for shallow water wave equations and the obtained solutions are shown graphically
The motion of shallow water, unlike deep water, is influenced by the bottom topology. In order to ob...
AbstractExplicit traveling wave solutions including blow-up and periodic solutions of the Whitham–Br...
AbstractWe describe the derivation by a variational approach of the Camassa-Holm model for periodic ...
AbstractReconstruction of Variational Iteration Method (RVIM) is used for computing the coupled Whit...
In this paper, we consider two extended model equations for shallow water waves. We use Adomian’s de...
AbstractIn this work, He’s variational iteration method (VIM) is used for analytic treatment of the ...
This paper focuses on the variational approach for solving the (3+1)-dimensional shallow water wave ...
This study presented a new approach for the analysis of a nonlinear Whitham-Broer-Kaup equation deal...
WOS: 000306508300002An analytical solution is presented for nonlinear surface wave propagation. A va...
AbstractBy the variational iteration method the solution of the wave equation in different forms is ...
15 pages, 1 figure, 39 references. This document is a contributed chapter to an upcoming volume to b...
We describe the physical hypothesis in which an approximate model of water waves is obtained. For an...
In this study, we consider three model equations of shallow water waves. Shallow water equations mod...
We review here the derivation of many of the most important models that appear in the literature (ma...
AbstractIn this work, a variational iteration method, which is a well-known method for solving funct...
The motion of shallow water, unlike deep water, is influenced by the bottom topology. In order to ob...
AbstractExplicit traveling wave solutions including blow-up and periodic solutions of the Whitham–Br...
AbstractWe describe the derivation by a variational approach of the Camassa-Holm model for periodic ...
AbstractReconstruction of Variational Iteration Method (RVIM) is used for computing the coupled Whit...
In this paper, we consider two extended model equations for shallow water waves. We use Adomian’s de...
AbstractIn this work, He’s variational iteration method (VIM) is used for analytic treatment of the ...
This paper focuses on the variational approach for solving the (3+1)-dimensional shallow water wave ...
This study presented a new approach for the analysis of a nonlinear Whitham-Broer-Kaup equation deal...
WOS: 000306508300002An analytical solution is presented for nonlinear surface wave propagation. A va...
AbstractBy the variational iteration method the solution of the wave equation in different forms is ...
15 pages, 1 figure, 39 references. This document is a contributed chapter to an upcoming volume to b...
We describe the physical hypothesis in which an approximate model of water waves is obtained. For an...
In this study, we consider three model equations of shallow water waves. Shallow water equations mod...
We review here the derivation of many of the most important models that appear in the literature (ma...
AbstractIn this work, a variational iteration method, which is a well-known method for solving funct...
The motion of shallow water, unlike deep water, is influenced by the bottom topology. In order to ob...
AbstractExplicit traveling wave solutions including blow-up and periodic solutions of the Whitham–Br...
AbstractWe describe the derivation by a variational approach of the Camassa-Holm model for periodic ...