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From a recent interpretation [A. Gajadharsingh, P.-A. Bélanger, Opt. Commun. 241 (2004) 377] of the formation of a dispersion managed soliton (DMS) in the zero-average dispersion regime, we have seen that the use of CG pulses to approximate such solutions proves to be very accurate in this regime. Hence the basic linear and nonlinear propagation properties of such distributions deserve a closer look...
One of the particular features of the dispersion-managed soliton (DMS) for average to strong map strengths as compared to the conventional hyperbolic secant soliton is the presence of multiple side-lobes. We derive a closed-form analytical expression for a DMS in the zero-average dispersion regime close to the critical map strength point where stationary modes in this regime can be numerically observed...
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