Articles
A multi-symplectic integration of the Ostrovsky equation
2011 Volume 3 Pages 41-44
Details
2011 Volume 3 Pages 41-44
We consider structure-preserving integration of the Ostrovsky equation, which for example models gravity waves under the influence of Coriolis force. We find a multi-symplectic formulation, and derive a finite difference discretization based on the formulation and by means of the Preissman box scheme. We also present a numerical example, which shows the effectiveness of this scheme.
