Abstract
We investigate the collisions of dispersion managed solitons propagating in different channels in a stabilized model where the stabilization is provided by coupling a lossy core to the system's main fiber. It is found that the outcome of the collisions may be either an elastic collision, a merger or destruction of both solitons depending upon the initial pulse separation and the value of the inverse-group-velocity parameter. We identify three regions in the plane (c,ΔT) where these outcomes occur. It is shown that the outcome of the collisions depends upon the initial temporal separation between the solitons and the inverse-group-velocity parameter.
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