## LFNM 2003: Proceedings of LFNM 2003 : 5th International Workshop on Laser and Fiber-optical Networks Modeling : Alushta, Crimea, Ukraine, 19-20 September 2003 |

### From inside the book

Results 1-3 of 50

Page 12

F = 0

In the paraxial limit , the NLS dark soliton is obtained : u ( 5 . 5 ) = u . ( A tanh © + {

" ] expl - 1Vz ) evos - ius " 5 ir 5 ) . ( 11 ) where © = 4 . A [ 5 + ( v - Fu . 15 ] .

F = 0

**corresponds**to Helmholtz black solitons , while \ F > 0yields grey solitons .In the paraxial limit , the NLS dark soliton is obtained : u ( 5 . 5 ) = u . ( A tanh © + {

" ] expl - 1Vz ) evos - ius " 5 ir 5 ) . ( 11 ) where © = 4 . A [ 5 + ( v - Fu . 15 ] .

Page 15

Each configuration of copropagating interaction can be rotated by 90° to give a

bottom panel ) . For example , the case shown leftmost in the bottom panel

Each configuration of copropagating interaction can be rotated by 90° to give a

**corresponding**description of counterpropagating interaction ( shown in thebottom panel ) . For example , the case shown leftmost in the bottom panel

**corresponds**...Page 111

As it follows from Eq . ( 3 ) , for ßc = B the ends of the vectors kr , which

at the points 01 , O ' l at l = - 1 and I = 1 , respectively . The arcs intersect each

other at the ...

As it follows from Eq . ( 3 ) , for ßc = B the ends of the vectors kr , which

**correspond**to m = 1 , are located on the arcs of the circles of radius ß with centersat the points 01 , O ' l at l = - 1 and I = 1 , respectively . The arcs intersect each

other at the ...

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Contents

LFNM Plenary Sessions | 7 |

Transformation of the Polarization Distribution in the CrossSection of Light Beam by Self | 18 |

Extraction of Spectra and Theresholds from FullWave Lasing Eigenvalue Problems Invited | 19 |

Copyright | |

42 other sections not shown

### Other editions - View all

### Common terms and phrases

active allows amplifiers amplitude analysis angle application approximation band beam calculated carrier cavity characteristics coefficient complex components computational considered constant core corresponding decreases dependence described determined device dielectric diffraction direction dispersion distance distribution dynamics e-mail effective electric Electronics energy equation erbium fiber field Figure frequency function gain grating IEEE incidence increase initial intensity interaction laser layers length light losses material matrix measurements medium method mode modulation nonlinear normal numerical observed obtained operation optical output parameters pattern periodic phase photonic crystal Physics plane polarization possible presented problem propagation properties pulse pumping quantum radiation radius range REFERENCES reflection refractive index region resonance scattering shown shows signal simulation soliton solution spatial structure temperature thickness threshold transmission transverse Ukraine University vector wave waveguide wavelength width