Localized energy states such as two-color gap solitons are theoretically and numerically predicted in a periodic structure in the presence of a frequency doubling nonlinearity. These parametric solitons exhibit appealing features as compared to the Kerr case. Novel e®ects such as merging and all-optical bu®ering are envisaged.
Parametric gap solitons in quadratic media
TRILLO, Stefano
1998
Abstract
Localized energy states such as two-color gap solitons are theoretically and numerically predicted in a periodic structure in the presence of a frequency doubling nonlinearity. These parametric solitons exhibit appealing features as compared to the Kerr case. Novel e®ects such as merging and all-optical bu®ering are envisaged.File in questo prodotto:
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