51. Waveguide effective plasmonics with structure dispersion.
- Author
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Qin, Xu, Sun, Wangyu, Zhou, Ziheng, Fu, Pengyu, Li, Hao, and Li, Yue
- Subjects
PLASMONICS ,SUBSTRATE integrated waveguides ,COPLANAR waveguides ,RAMAN scattering ,SCIENCE conferences ,OPTICAL antennas ,SURFACE enhanced Raman effect ,SURFACE plasmon resonance - Abstract
Therefore, it is reasonable to define the effective permittivity in the TE SB 10 sb mode of rectangle waveguide as I i SB eff sb = I i SB I r i sb - ( I i /2 I w i ) SP 2 sp , such that the effective permittivity I i SB eff sb reflects the effective property of TE SB 10 sb mode in the rectangle waveguide. The waveguide effective plasmonics is realized by utilizing the structural dispersion of waveguide, and the effective negative permittivity can be obtained with non-dispersive and low-loss dielectrics with positive permittivity [[70]]. Keywords: localized surface plasmon; plasmonics; structural dispersion; surface plasmon polaritons; waveguide effective plasmonics EN localized surface plasmon plasmonics structural dispersion surface plasmon polaritons waveguide effective plasmonics 1659 1676 18 05/12/22 20220401 NES 220401 1 Introduction Since Mie and Ritchie first systematically described the fundamental physics on the interfaces between conductors and insulators for small particles and flat films, respectively [[1]], various researches on the surface electron oscillations have been widely conducted, including the propagating electromagnetic wave coupled to the conductor and dielectric interfaces, and the non-propagating resonance in the subwavelength nanostructure coupled to electromagnetic fields. In the work [[95]], waveguide effective SPP propagation is induced through two stacked half-mode SIWs (effective relative permittivities of filled dielectrics have opposite signs), achieving a sharp zero-transmission spectrum in waveguide response. The effective permittivity is corresponding to the propagating constant in the waveguide, and specifically, the effective permittivity is positive or negative when the waveguide is operating in propagating or below cut-off mode, respectively, and the effective permittivity equals zero when the waveguide is exactly at the cut-off frequency. [Extracted from the article]
- Published
- 2022
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