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SOLITON PERTURBATION THEORY FOR THE GENERALIZED KLEIN-GORDON EQUATION WITH FULL NONLINEARITY
Journal article

SOLITON PERTURBATION THEORY FOR THE GENERALIZED KLEIN-GORDON EQUATION WITH FULL NONLINEARITY

Anjan Biswas, Ahmet Yildirim, T. Hayat, Omar M. Aldossary and Ryan Sassaman
Proceedings of the Romanian Academy. Series A Mathematics, Physics, Technical Sciences, Information Science, Vol.13(1), pp.32-41
01/01/2012

Abstract

Multidisciplinary Sciences Science & Technology Science & Technology - Other Topics
This paper studies the perturbation theory of the generalized Klein-Gordon equation in presence of perturbation terms that appear with full nonlinearity. There are five forms of nonlinearity that are considered for the Klein-Gordon equation. It is observed that all five forms of nonlinearity lead to the same structure of the adiabatic dynamics of the soliton velocity.

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