Closed-Form Expressions for the Radiation Properties of Nanoloops in the Terahertz, Infrared and Optical Regimes
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IEEE
Materia
Antenna theory Loop antennas Nanotechnology Submillimeter wave technology
Date
2017Referencia bibliográfica
Lu, B. Q. ; et. al. Closed-Form Expressions for the Radiation Properties of Nanoloops in the Terahertz, Infrared and Optical Regimes. IEEE Transactions on Antennas and Propagation, Volume: 65, Issue: 1, pp. 121- 133, Jan. 2017 []
Patrocinador
Spanish Ministry of Education through the Commission Fulbright Program “Salvador de Madariaga” under Grant PR X14/00320; Spanish and Andalusian Research Programs under Grant TEC2013-48414-C3-01 and Grant P12-TIC-1442; Center for Nanoscale Science, NSF Materials Research Science a nd Engineering Center, under Award DMR-1420620Résumé
Since the pioneering work of Heinrich Hertz,
perfect-electric conductor (PEC) loop antennas for RF appli-
cations have been studied extensively. Meanwhile, nanoloops
are promising in the optical regime for their applications in a
wide range of emerging technologies. Unfortunately, analytical
expressions for the radiation properties of conducting loops have
not been extended to the optical regime. This paper presents
closed-form expressions for the electric fields, total radiated
power, directivity, and gain for thin-wire nanoloops operating in
the terahertz, infrared and optical regimes. This is accomplished
by extending the formulation for PEC loops to include the
effects of dispersion and loss. The expressions derived for a
gold nanoloop are implemented and the results agree well with
full-wave computational simulations, but with a speed increase
of more than 300
×
. This allows the scientist or engineer to
quickly prototype designs and gain a deeper understanding
of the underlying physics. Moreover, through rapid numerical
experimentation, these closed-form expressions made possible the
discovery that broadband superdirectivity occurs naturally for
nanoloops of a specific size and material composition. This is an
unexpected and potentially transformative result that does not
occur for PEC loops. Additionally, the Appendices give useful
guidelines on how to efficiently compute the required integrals.