Abstract |
We present an analysis of a generalized  model for a chain of particles along a line subjected to nonlinear an-harmonic self-interaction potentials. Several analytical compact and peak like solutions are obtained considering appropriated restrictions on their speeds and jump conditions. We study their phase trajectories and show the stability conditions for each solution. |
Keywords and phrases
nonclassical solitary wave solutions, compactons, peakons, solitons, ODE, nonlinear differential equations. |
FRDI Journals 
