Electrodynamic analysis of disk nanoarrays

Authors

  • E. V. Golovacheva Southern Federal University, Russian Federation
  • I. N. Ivanova Southern Federal University, Russian Federation
  • I. A. Kazmin Southern Federal University, Russian Federation

DOI:

https://doi.org/10.1109/ICATT.2013.6650739

Keywords:

disk nanoarrays, optic range, complex dielectric permittivity, approximate boundary conditions method, integral equations, Galerkin method, resonance

Abstract

Boundary problem of diffraction electromagnetic waves on two-dimensional periodic metal gratings have been solved with taking into account finite permittivity of metal in optic range. Suggested technique is based on approach of approximate boundary conditions for thin dielectric layers. It is pointed out that dependence of magnitude of scattered field on wavelength has resonant behavior and resonant wavelength is many times higher than size of cell of grating. It is shown the possibility of designing of grating with high reflection coefficient at frequencies of plasmon resonance.

References

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KASYANOV, A.O.; OBUKHOVETS, V.A. Frequency selective surface. The main field of application. Antennas, 2005, v.9, p.4-12.

WEINSTEIN, L.A. The Theory of Diffraction and the Factorization Method. Moscow: Radio, 1966 [in Russian].

ZELENCHUK, D.E.; KAZMIN, I.A.; LERER, A.M.; ET AL. Application of impedance boundary conditions for solving the problem of electromagnetic wave diffraction optical range on metal nanostructure arrays. Radio Engineering and Electronics, 2009, v.54, n.4, p.418.

ICATT 2013 cover

Published

2014-02-19

Issue

2013: ICATT’2013 - Proc. of IX Int. Conf. on Antenna Theory and Techniques

Section

AA, AAA, smart antennas and signal processing