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Propagation dynamics of periodic vector train soliton pulses in optical media
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作者 D S Mbieda Petmegni F G Mbieda Ngomegni +3 位作者 C L Gninzanlong E M Deussom Djomadji C Tchawoua B Z Essimbi 《Communications in Theoretical Physics》 2025年第12期133-142,共10页
We investigate the dynamic behavior of vector soliton train propagating in optical media,modeled by the coherently coupled nonlinear Schrodinger(NLS)equation.It is shown that an increase in phase parameters,induces an... We investigate the dynamic behavior of vector soliton train propagating in optical media,modeled by the coherently coupled nonlinear Schrodinger(NLS)equation.It is shown that an increase in phase parameters,induces an increase in intensity of the periodic soliton train,as well as the number of pulses for each transverse electric(TE)and transverse magnetic(TM)mode.From the perturbation approach,when examining the propagation states for the transverse electric and magnetic(TEM)mode,we found a family of three bound-vector soliton states with a different propagation parameter at the first order,representing the three possible distinct vector optical fields reconfiguration of the initial profiles one of which is the‘replication’.At the second order,we obtain an eigenvalue problem with an optical external field,giving rise to five high intensity periodic vector soliton structures described by elliptic functions.Such vector soliton trains are intended to complement single-pulse solitons for multi-channel communication applications. 展开更多
关键词 optical soliton optical media numerical simulation periodic soliton pulses phaselocking effect coupled-nonlinear schrodinger equation
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