Abstract
Chaotic behavior is found to be generated through the interaction of nonlinear excitations in the non-integrable systems with infinite degrees of freedom. The perturbed sine-Gordon equation is investigated by using the numerical simulation, which shows that the chaos is caused by soliton-soliton collisions. The orbital instability generated at the collision spot propagates spatially. This mechanism is effective to the onset of the chaos both for energy conserved and non-conserved perturbation.
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