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JOURNALS // Kvantovaya Elektronika // Archive

Kvantovaya Elektronika, 2024 Volume 54, Number 7, Pages 450–455 (Mi qe18454)

A selection of papers presented at the International Seminar on Fiber Lasers (August 19-25, 2024, Novosibirsk)

Plasmon resonance in a metal nanowell and raman scattering in microobjects

A. K. Sarycheva, A. V. Ivanova, I. V. Bykova, M. S. Shestopalovabc, D. S. Korzhovbc, A. F. Smykd, A. V. Shurygind, D. V. Basmanove, K. E. Mochalovfc

a Institute for Theoretical and Applied Electromagnetics, Russian Academy of Sciences, Moscow
b Institute of Laser and Plasma Technologies of the National Research Nuclear University MEPhI, Moscow
c M. M. Shemyakin and Yu. A. Ovchinnikov Institute of Bioorganic Chemistry of the Russian Academy of Sciences, Moscow
d James River Branch, Moscow
e Lopukhin Federal Research and Clinical Center of Physical-Chemical Medicine of Federal Medical Biological Agency, Odintsovo, Moscow region
f Peoples' Friendship University of Russia named after Patrice Lumumba, Moscow

Abstract: An analytical theory of plasmon resonance in a metal nanowell deposited on the microobjects under study has been developed. The theory is based on the decomposition of the electromagnetic field into vector spherical harmonics, which occurs during plasmon resonance at the Stokes frequency. The resonant field leads to increased raman scattering (Raman) in microobjects enclosed in a nanowell. The raman emitted by the internal molecules excites a secondary plasmon resonance, which is also decomposed into spherical harmonics. The electromagnetic amplification mechanism of giant raman scattering (GRS) can be investigated qualitatively and quantitatively in this precisely solvable mathematical model. The theoretical results are in qualitative agreement with the results of the GRS experiment in polystyrene spheres partially coated with a silver nanolayer, which serve as a model of typical biological objects.

Keywords: electric field amplification, plasmon resonance, giant Raman scattering, analytical theory.

Received: 15.10.2024



© Steklov Math. Inst. of RAS, 2025