Abstract:
The stationary shape of a femtosecond pulse propagating through a nonlinear medium with an anomalous dispersion is obtained. It is shown that the femtosecond-pulse intensity E02 at which a soliton propagation takes place is inversely proportional to the pulse duration to the 2/3 power (E02 ~1/τ02/3). The analytic amplitude dependence of the reconstruction period of the soliton intensity time profile is obtained.