We find new analytic solitary-wave solutions, having a nonzero background at infinity, of the coupled Korteweg-De Vries equation, using the auxiliary function method. We study the dynamical properties of the solitary-waves by numerical simulations. It is shown that the solitary-waves can be stable or unstable, depending on the coefficients of the model. We study the interaction dynamics by using the solitary-waves as initial profiles to show that the mass and energy of the coupled Korteweg- De Vries can be conserved for a negative third-order dispersion term. - PACS numbers: 03.40.Kf, 02.30.Jr, 47.20.Ky, 52.35.Mw
Contents
-
June 2, 2014
-
June 2, 2014
-
June 2, 2014
-
June 2, 2014
-
June 2, 2014
-
Open AccessInvestigations on the Hyperfine and Superhyperfine Interaction Parameters for Cs2GeF6:Mn4+June 2, 2014
-
June 2, 2014
-
June 2, 2014
-
June 2, 2014
-
June 2, 2014
-
Open AccessErratumJune 2, 2014