A coupled lossy local-mode theory description of a plasmonic tip

J. Barthes (1) , Gérard Colas Des Francs (1) , Alexandre Bouhelier (1) , Alain Dereux (1)

1 ICB - Laboratoire Interdisciplinaire Carnot de Bourgogne

We investigate power propagation in a metal-coated tapered optical fiber. We analyze in detail the conversion from the fiber core guided mode to a surface plasmon polariton (SPP) confined at the tip apex. To this aim, we adapt coupled local-mode theory to include lossy modes. Two distinct regimes are identified. In the case of thin metal coating, a strong coupling regime occurs between a core guided mode and a SPP with good conversion efficiency. In the case of thick metal coating, a very weak coupling occurs. Finally, energy confinement and the role of Joule losses are discussed in the near-infrared and visible ranges. Moreover, the coupled equations derived for local lossy modes are not limited to plasmonic systems but also apply to any absorbing or leaky optical waveguide of arbitrary shape, so this formalism could find applications in various areas.

Mots clés: WAVE-GUIDES; LIGHT; POLARITONS; EXCITATION; COMPLEX; FIELD

J. Barthes, Gérard Colas Des Francs, Alexandre Bouhelier, Alain Dereux. A coupled lossy local-mode theory description of a plasmonic tip. New Journal of Physics, 2012, 14, pp.083041. ⟨10.1088/1367-2630/14/8/083041⟩. ⟨hal-00750039⟩