Numerical solutions of coupled Klein-Gordon-Schrödinger equations by finite element method

Bouthina Ahmed 


Abstract


The nonlinear coupled Klein-Gordon-Schr dinger equations describes a system of conserved scalar nucleons interacting with neutral scalar Mesons coupled with Yukawa interaction method. In this paper we derive a finite element scheme to solve these equations, we test this method for stability and accuracy, many numerical tests have been given to show the validity of the scheme.


Other data

Issue Date 17-Jul-2012
Journal Applied Mathematical Sciences 
URI http://research.asu.edu.eg/handle/123456789/2004
DOI 45-48
https://api.elsevier.com/content/abstract/scopus_id/84863773038
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