3 resultados para FREQUENCY RAMAN-SCATTERING
em Universidad Politécnica de Madrid
Resumo:
Raman scattering of Si nanowires (NWs) presents antenna effects. The electromagnetic resonance depends on the electromagnetic coupling of the system laser/NW/substrate. The antenna effect of the Raman signal was measured in individual NWs deposited on different substrates, and also free standing NWs in air. The one phonon Raman band in NWs can reach high intensities depending on the system configuration; values of Raman intensity per unit volume more than a few hundred times with respect to bulk substrate can be obtainedRaman scattering of Si nanowires (NWs) presents antenna effects. The electromagnetic resonance depends on the electromagnetic coupling of the system laser/NW/substrate. The antenna effect of the Raman signal was measured in individual NWs deposited on different substrates, and also free standing NWs in air. The one phonon Raman band in NWs can reach high intensities depending on the system configuration; values of Raman intensity per unit volume more than a few hundred times with respect to bulk substrate can be obtained
Resumo:
Los avances tecnológicos de los últimos años han modificado el panorama de las comunicaciones ópticas. Los amplificadores EDFA (Erbium-Doped Fiber Amplifier) han alterado dos aspectos fundamentales de los sistemas WDM (Wavelength Division Multiplexing): el aumento considerable de las distancias de regeneración y además, la tecnología WDM es un medio más económico de incrementar la capacidad de los sistemas que la tecnología TDM (Time Division Multiplexing). Sin embargo, la implementación de sistemas WDM con grandes tramos sin regeneración de señal óptica trae consigo la aparición de nuevos problemas, entre los que se encuentran las no-linealidades en fibra óptica. Estas no-linealidades en fibras de sílice se pueden clasificar en dos categorías: dispersión estimulada (de Raman y de Brillouin) y efectos debidos al índice no lineal de refracción (automodulación y modulación cruzada de fase y mezcla de cuatro ondas). Este Proyecto Fin de Carrera pretende ser un estudio teórico que refleje el actual Estado del Arte de los principales efectos no-lineales que se producen en los sistemas WDM: dispersión estimulada de Raman (SRS, Stimulated Raman Scattering), dispersión estimulada de Brillouin (SBS,Stimulated Brilfouin Scattering), automodulación de fase (SPM, Self-Phase Modulation), modulación cruzada de fase (XPM, Cross-Phase Modulation) y mezcla de cuatro ondas (FWM, Four-Wave Mixing).
Resumo:
A uniform geometrical theory of diffraction (UTD) solution is developed for the canonical problem of the electromagnetic (EM) scattering by an electrically large circular cylinder with a uniform impedance boundary condition (IBC), when it is illuminated by an obliquely incident high frequency plane wave. A solution to this canonical problem is first constructed in terms of an exact formulation involving a radially propagating eigenfunction expansion. The latter is converted into a circumferentially propagating eigenfunction expansion suited for large cylinders, via the Watson transform, which is expressed as an integral that is subsequently evaluated asymptotically, for high frequencies, in a uniform manner. The resulting solution is then expressed in the desired UTD ray form. This solution is uniform in the sense that it has the important property that it remains continuous across the transition region on either side of the surface shadow boundary. Outside the shadow boundary transition region it recovers the purely ray optical incident and reflected ray fields on the deep lit side of the shadow boundary and to the modal surface diffracted ray fields on the deep shadow side. The scattered field is seen to have a cross-polarized component due to the coupling between the TEz and TMz waves (where z is the cylinder axis) resulting from the IBC. Such cross-polarization vanishes for normal incidence on the cylinder, and also in the deep lit region for oblique incidence where it properly reduces to the geometrical optics (GO) or ray optical solution. This UTD solution is shown to be very accurate by a numerical comparison with an exact reference solution.