Models of few optical cycle solitons beyond the slowly varying envelope approximation

Abstract: The spatiotemporal dynamics of few-cycle optical scalar and vector solitons in nonlinear Kerr media is studied outside the traditional framework of the SVEA.. The

Direct numerical simulations show the formation, from adequately chosen few-cycle input pulses, of both stable line solitons (in the case of a quadratic medium with normal

However, in the study of propagation of few-cycle spatiotemporal pulses, not only does the linear phase velocity have to be taken into account, but also does the nonlinear component

The powerful multiscale perturbation analysis was used to derive evolution equations governing the propagation of circularly polarized femtosecond optical solitons in optical

The propagation of few-cycle optical pulses (FCPs) in nonlinear media can be described by means of a model of modified Korteweg-de Vries-sine Gordon (mKdV-sG) type.. This model has

However, in the study of propagation of few-cycle spatiotemporal pulses, not only does the linear phase velocity have to be taken into account, but also does the nonlinear component

Abstract: The spatiotemporal dynamics of few-cycle optical scalar and vector solitons in nonlinear Kerr media is studied outside the traditional framework of the SVEA.. The