4.5 Article

Strong Local Field Enhancement of Raman Scattering Observed in Metal-Dielectric Gratings due to Vertical Fabry-Perot Modes of Surface Plasmon Polaritons

Journal

PHYSICAL REVIEW APPLIED
Volume 17, Issue 2, Pages -

Publisher

AMER PHYSICAL SOC
DOI: 10.1103/PhysRevApplied.17.024015

Keywords

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Funding

  1. Russian Science Foundation [19-72-30003]
  2. DFG [SPP 1839]
  3. Russian Foundation for Basic Research [18-29-20032]

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The height dependence of Raman light scattering on organic molecules deposited onto thick one-dimensional metal-dielectric gratings is investigated. Oscillations of the Raman light scattering intensity as a function of the height of the metastructure's strips are observed, and it is demonstrated that these oscillations are associated with a type of Fabry-Perot effect. It is shown that the intensity of surface-enhanced Raman scattering can be further increased by local field enhancement due to coupling of the surface plasmon polaritons on the top and bottom metal parts of the gratings.
The height dependence of Raman light scattering on organic molecules deposited onto thick onedimensional metal-dielectric gratings is investigated theoretically and experimentally. We observe oscillations of the intensity of Raman light scattering as a function of the height of the metastructure's strips and demonstrate that these oscillations are explicitly associated with a type of Fabry-Perot effect. We show that the intensity of surface-enhanced Raman scattering can be additionally increased by local field enhancement (by an order of magnitude) at resonances of both pump and Stokes as well as anti-Stokes frequency, due to coupling of the surface plasmon polaritons on the top and bottom metal parts of the gratings via the vertical Fabry-Perot resonances over their middle dielectric part. A semianalytical one-mode model to describe the effect qualitatively is proposed. A significant deviation of the dispersion of FabryPerot-coupled plasmon polaritons from the surface-plasmon-polariton dispersion just folded into the first Brillouin zone is demonstrated.

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