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MiS Preprint
20/2006
Numerical simulation of generalized KP type equations with small dispersion
Christian Klein and Christof Sparber
Abstract
We numerically study nonlinear dispersive wave equations of generalized Kadomtsev-Petviashvili type in the regime of small dispersion. To this end we include general power-law nonlinearities with different signs. A particular focus is on the Korteweg-de Vries sector of the corresponding solutions.
Numerical simulation of generalized KP type equations with small dispersion
In: Recent progress in scientific computing : [first conference jointly with the 2005 International Conference on Scientific Computing and Differential Equations, Hong Kong, December 12 - 16, 2005; refereed conference proceedings] / Liu Wenbin (ed.) Beijing : Science Press, 2007. - pp. 248-261
