Localized states and oscillations induced by coherent interactions of waves in nonlocal media
Pré-print du CMLA 2011-08 - version du 27 novembre 2011
Documents à télécharger :
- CMLA2011-08.pdf (102 Ko)
Auteurs : S. Bugaychuk, R. Conte, E. Kozij, O. Kolesnyk and G. Klimusheva
Abstract :
We show the dynamical four-wave mixing (FWM) in a nonlocal medium is described by the complex Ginzburg-Landau equation.
Two regimes are considered for this FWM: (i) the self-oscillations and (ii) stationary localized states in the form of sech-function for the intensity pattern in the medium volume.
The applications of such FWM in all-optical switching and optical phase conjugation are examined.
We show the dynamical four-wave mixing (FWM) in a nonlocal medium is described by the complex Ginzburg-Landau equation.
Two regimes are considered for this FWM: (i) the self-oscillations and (ii) stationary localized states in the form of sech-function for the intensity pattern in the medium volume.
The applications of such FWM in all-optical switching and optical phase conjugation are examined.
- Type :
- Publication