Full length articleHigh-Q dual-band graphene absorbers by selective excitation of graphene plasmon polaritons: Circuit model analysis
Introduction
Surface plasmon polaritons (SPPs), the eigenmodes of an interface between a dielectric and metal with strong interaction between light and free electrons, have attracted considerable attention in the past decades [1], [2], [3]. SPPs allow overcoming the diffraction limit to confine light into deep-subwavelength volumes with huge field enhancements [2], [3]. Noble metal-based plasmonics with fascinating properties found promising applications in switches [4], [5], demultiplexers [6], [7], and photovoltaics [8], [9] in visible and near-infrared regimes. However, the noble metals-based plasmonic devices are constrained due to some limitations such as poor confinement, difficulty in controlling their permittivity functions, and high material losses at terahertz (THz) frequencies.
The discovery of graphene emerged new opportunities in optoelectronics and photonics in mid-infrared and terahertz regions [10], [11]. Graphene, a one-atom-thick sheet of carbon, offers a novel design platform due to its attractive electrical and optical properties such as high thermal conductivity [11], Gate-variable optical conductivity [12], and high-speed operation [13]. Like noble metals, graphene is a promising candidate for plasmonic devices. However, graphene plasmon polaritons (GPPs) offer strong confinement and relatively longer propagation distance [14]. In addition, the plasmonic properties of graphene can be controlled electrically or chemically [15], [16], [17], [18]. These features make it a promising candidate for many applications such as optical modulators [19], [20], [21], sensors [22], [23], [24], [25], [26], and absorbers [27], [28], [29], [30], [31], [32], [33], [34], [35], [36], [37], [38], [39], [40], [41].
Extensive studies are performed so far on the graphene-based absorbers for broadband and multiband applications [29], [30], [31], [32], [33], [34], [35], [36], [37], [38], [39], [40], [41], [42]. Absorbers have applications in solar energy harvesting [43], [44], refractive index sensors [45], microbolometers [46], thermal imaging [47], thermal IR emitters [48]. Here, one-dimensional patterned graphene ribbon and two-dimensional patterned disk arrays are used to design dual-band absorbers. In our previous dual-band absorber designs [41], [42], fundamental GPPs were excited at both of the absorption bands. However, the current work discusses the design of dual-band absorbers by selectively exciting a specific GPP at each frequency band. This is performed by developing an analytical procedure that returns the required geometrical parameters and graphene properties such as chemical potential and relaxation time for excitation of a specific GPP. The proposed absorbers show higher absorption quality factor (Q) in comparison with state-of-art graphene-based dual-band absorbers. Furthermore, the new design offers more absorption stability with respect to the oblique incidence angles and provides lower out-of-band absorption values between the adjacent channels.
A circuit model-based procedure is developed for the design of the proposed absorbers providing an analytical solution for the initial design of the unit cell geometrical parameters. This obviates the requirement for time-consuming full-wave simulations for optimization of the absorber response. We demonstrate that the resonance frequencies can be controlled by varying the geometrical parameters or chemical potential of the graphene layer.
The rest of the paper is organized as follows: Section 2 presents an analytical circuit-based design of a dual-band absorber based on an array of graphene ribbons. Closed-form equations are derived for the absorber parameters by exciting two GPPs of the graphene ribbons array. The absorber design examples are presented in this section. The ribbon array-based absorber is polarization sensitive. Thus, Section 3 presents a polarization insensitive dual-band absorber based on an array of graphene disks followed by discussions and comparisons with the state-of-art designs in the literature. Finally, Section 4 presents the main conclusions.
Section snippets
Dual-band absorber based on an array of graphene ribbons
Electromagnetic absorbers are usually implemented in a three-layer configuration made of a periodic array deposited on a dielectric film terminated by a metallic ground plane. The top periodic array contains one or two-dimensional subwavelength patterned elements. The absorption is calculated as A(ω) = 1-R(ω)-T(ω), where T(ω) = |S21|2 and R(ω) = |S11|2 are the transmission and reflection coefficients, respectively. The ground plane prevents transmission of the electromagnetic waves through the
Dual-band absorber based on an array of graphene disks
Consider an array of graphene disks printed on a ground plane backed dielectric spacer shown in Fig. 6. The periodicity of the structure along x- and y-directions is L and the radius of the graphene disk is a. An equivalent circuit model of the absorber is demonstrated in Fig. 2 for a normally incident plane wave.
The equivalent surface admittance of the disks array is analytically calculated as [54]:wherewith f1n(p) given in [54]
Conclusion
Dual-band absorbers based on graphene ribbons and disks printed on a grounded dielectric slab have been investigated for low terahertz regimes. The design is based on selectively exciting the two first GPPs to achieve dual absorption bands. The circuit models including two parallel branches of the RLC series circuits corresponding to the GPPs are used for analytical design of the absorbers. Closed-form relations are obtained for proper design of the geometrical parameters and graphene
CRediT authorship contribution statement
Saeedeh Barzegar-Parizi: Design, Simulation, Writing - original draft preparation. Amir Ebrahim: Data analysis, Conceptualization, Reviewing and Editing. Kamran Ghorbani: Supervision of research, Reviewing and Editing.
Declaration of Competing Interest
The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.
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