2021
DOI: 10.1002/mop.32816
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Dual‐band terahertz metamaterial absorber using hexagon graphene structure

Abstract: A dual‐band terahertz metamaterial absorber using one‐layer periodically patterned hexagon graphene structure is proposed. By periodically loading six graphene stubs to the honeycomb hexagon graphene structure without increase of the overall size, a new high‐frequency absorption peak will be obtained to realize a dual‐band frequency response. By tuning the structural parameters or Fermi energy levels of the presented terahertz metamaterial absorber, both of the two absorption bands will be changed to the requi… Show more

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Cited by 18 publications
(9 citation statements)
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“…Based on the Kubo formulas, 29 the surface conductivity of graphene σ ( f ) can be expressed as, σ(f)=je2kBTπ2(2πf+jτ1)true[EFkBT+20.25emlntrue(eEFkBT+1true)true]+je24πlntrue[2|EF|(2πf+jτ1)2|EF|+(2πf+jτ1)true], $\sigma (f)=j\frac{{e}^{2}{k}_{B}T}{\pi {\hslash }^{2}(2\pi f+j{\tau }^{-1})}[\frac{{E}_{F}}{{k}_{B}T}+2\,\mathrm{ln}({e}^{-\frac{{E}_{F}}{{k}_{B}T}}+1)]\,+j\frac{{e}^{2}}{4\pi \hslash }\mathrm{ln}[\frac{2|{E}_{F}|-\hslash (2\pi f+j{\tau }^{-1})}{2|{E}_{F}|+\hslash (2\pi f+j{\tau }^{-1})}],$where e denotes the electron charge, k B represents the Boltzmann constant, T is the Kelvin temperature, ħ means the reduced Planck constant, τ denotes the electron–phonon relaxation time, and E F is the Fermi energy level (or chemical potential). Under the room temperature T , which is about 300 K, () will be simplified as a Drude‐like model, 25 σ=je2EFπ2(2πf+jτ1). $\sigma =\frac{j{e}^{2}{E}_{F}}{\pi {\hslash }^{2}(2\pi f+j{\tau }^{-1})}.$…”
Section: Structure Designmentioning
confidence: 99%
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“…Based on the Kubo formulas, 29 the surface conductivity of graphene σ ( f ) can be expressed as, σ(f)=je2kBTπ2(2πf+jτ1)true[EFkBT+20.25emlntrue(eEFkBT+1true)true]+je24πlntrue[2|EF|(2πf+jτ1)2|EF|+(2πf+jτ1)true], $\sigma (f)=j\frac{{e}^{2}{k}_{B}T}{\pi {\hslash }^{2}(2\pi f+j{\tau }^{-1})}[\frac{{E}_{F}}{{k}_{B}T}+2\,\mathrm{ln}({e}^{-\frac{{E}_{F}}{{k}_{B}T}}+1)]\,+j\frac{{e}^{2}}{4\pi \hslash }\mathrm{ln}[\frac{2|{E}_{F}|-\hslash (2\pi f+j{\tau }^{-1})}{2|{E}_{F}|+\hslash (2\pi f+j{\tau }^{-1})}],$where e denotes the electron charge, k B represents the Boltzmann constant, T is the Kelvin temperature, ħ means the reduced Planck constant, τ denotes the electron–phonon relaxation time, and E F is the Fermi energy level (or chemical potential). Under the room temperature T , which is about 300 K, () will be simplified as a Drude‐like model, 25 σ=je2EFπ2(2πf+jτ1). $\sigma =\frac{j{e}^{2}{E}_{F}}{\pi {\hslash }^{2}(2\pi f+j{\tau }^{-1})}.$…”
Section: Structure Designmentioning
confidence: 99%
“…Moreover, the devices based on graphene material can be actively tuned by changing the doping or chemical potential of graphene. Benefiting from these advantages of graphene, many absorbers using graphene metamaterial structures have been proposed, including wideband absorbers 16–20 and multiband absorbers 20–26 …”
Section: Introductionmentioning
confidence: 99%
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“…Since 2004, when researchers managed to isolate and characterize a sheet of graphene, 1 which is a two-dimensional (2D) material 2 with a thickness of one carbon atom, many works on graphene nanophotonic devices were published, among them filters, 3,4 optical switches, 5 photodetectors, 6 sensors, 7 absorbers, 8 just to name a few. One of the effects of this great investment in research and applications was the search for obtaining other 2D materials.…”
Section: Introductionmentioning
confidence: 99%
“…1,2 Nowadays, 3 plasmonic devices, especially perfect absorbers, have aroused widespread interest due to the wide range of applications such as wavelength selective thermal emitters, 4 solar energy, 5 sensing, [6][7][8][9] light detection, [10][11][12] and so on. Various absorbers, typically consisting of metal-insulator-metal sandwiched structures, have been demonstrated theoretically and experimentally in the microwave, 13,14 terahertz, 15,16 infrared, [17][18][19] and optical frequencies 20 regime since Landy et al gave the first experimental demonstration in 2008. 21 In these studies, most of them mainly focus on the absorption characteristics of multiband or broadband.…”
Section: Introductionmentioning
confidence: 99%