| Literature DB >> 32143457 |
Jianfa Zhang1, Qilin Hong1, Jinglan Zou1, Yuwen He1, Xiaodong Yuan1, Zhihong Zhu1, Shiqiao Qin1.
Abstract
Fano resonances in nanostructures have attracted widespread research interests in the past few years for their potential applications in sensing, switching and nonlinear optics. In this paper, a mid-infrared Fano resonance in a hybrid metal-graphene metamaterial is studied. The hybrid metamaterial consists of a metallic grid enclosing with graphene nanodisks. The Fano resonance arises from the coupling of graphene and metallic plasmonic resonances and it is sharper than plasmonic resonances in pure graphene nanostructures. The resonance strength can be enhanced by increasing the number of graphene layers. The proposed metamaterial can be employed as a high-performance mid-infrared plasmonic sensor with an unprecedented sensitivity of about 7.93 μ m/RIU and figure of merit (FOM) of about 158 . 7 .Entities:
Keywords: fano resonance; graphene; plasmonic sensor
Year: 2020 PMID: 32143457 PMCID: PMC7143786 DOI: 10.3390/mi11030268
Source DB: PubMed Journal: Micromachines (Basel) ISSN: 2072-666X Impact factor: 2.891
Figure 1A hybrid metal-graphene Fano-resonant metamaterial. (a) Schematic of the hybrid metamaterial. (b–d) Simulated spectra of transmission, reflection and absorption for different combination of nanostructured gold film and graphene nanodisks including nanostructured gold film without graphene nanodisks (b), graphene nanodisks without the nanostructured gold film (c) and nanostructured gold film enclosing with graphene nanodisks (hybrid metamaterial) (d). (e,f) Distributions of local electric fields in the z-direction at the resonance wavelength for graphene nanodisks at ∼m and the proposed hybrid metamaterial at ∼, respectively. The fields are normalized to the field amplitude of the incident wave () and plotted at the x-y plane that is above the graphene nanodisks. The x-polarized light impinges on the top side of the structure at normal incidence.
Figure 2Simulated spectra of transmission for (a) Graphene nanodisks and (b) The hybrid metal-graphene metamaterial with different layers of graphene.
Figure 3(a) Calculated transmittance of the hybrid metal-graphene metamaterial with a cover layer of different refractive indices. (b) Wavelengths of the transmittance dips as a function of the cover layer’s refractive index.
Figure 4(a) Schematic of a modified hybrid metal-graphene metamaterial. (b) Simulated spectra of transmission. The insets are field distributions at the two resonances which are normalized to the field amplitude of the incident wave () and plotted at the x-y plane that is below the graphene nanodisks.