Title :
Soliton stability in a highly birefringent optical fiber in the case of a super Gaussian initial pulse
Author_Institution :
Warsaw Univ. of Technol., Poland
Abstract :
In This work the results of numerical analysis are presented of ultrashort pulse propagation in a highly birefringent optical fiber for a super Gaussian initial pulse. It is assumed that the initial pulse is polarized linearly and guided into the fiber at an angle of 45/spl deg/ to its polarization axes. The analysis was carried out by numerically solving a pair of coupled nonlinear Schrodinger equations using the split step Fourier method. The calculations were performed for an optical fiber without attenuation.
Keywords :
Fourier transform optics; Fourier transforms; Gaussian processes; Schrodinger equation; birefringence; nonlinear equations; numerical analysis; numerical stability; optical fibre polarisation; optical solitons; birefringent optical fiber; nonlinear Schrodinger equations; numerical analysis; polarization axes; soliton stability; split step Fourier method; super Gaussian initial pulse; ultrashort pulse propagation; Birefringence; Couplings; Numerical analysis; Numerical stability; Optical fiber polarization; Optical fibers; Optical propagation; Optical pulses; Schrodinger equation; Solitons;
Conference_Titel :
Modern Problems of Radio Engineering, Telecommunications and Computer Science, 2004. Proceedings of the International Conference
Conference_Location :
Lviv-Slavsko, Ukraine
Print_ISBN :
966-553-380-0