2022
DOI: 10.29026/oea.2022.200098
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Graphene-empowered dynamic metasurfaces and metadevices

Abstract: Metasurfaces, with extremely exotic capabilities to manipulate electromagnetic (EM) waves, have derived a plethora of advanced metadevices with intriguing functionalities. Tremendous endeavors have been mainly devoted to the static metasurfaces and metadevices, where the functionalities cannot be actively tuned in situ post-fabrication. Due to the intrinsic advantage of active tunability by external stimulus, graphene has been successively demonstrated as a favorable candidate to empower metasurfaces with rema… Show more

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Cited by 100 publications
(49 citation statements)
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“…As a two-dimensional material with an atomic thickness, graphene has attracted much attentions owing to its unique photoelectric properties such as ultra-high intrinsic carrier mobility, low loss and adjustable bandgap. The linear energy-momentum dispersion near the Dirac point renders electrons travelling at a constant velocity of 3×10 6 m/s in graphene, which implies that graphene-based electronics and optoelectronics have the potential to operate at speed of THz [22]. The permittivity of the graphene ε g can be written as [23] ϵ g = 1 + iσ ϵ 0 ωd g where d g is the thickness of graphene layer, ϵ 0 is the permittivity in the vacuum, σ is the surface conductivity of graphene, and ω is the angular frequency.…”
Section: Model and Designmentioning
confidence: 99%
“…As a two-dimensional material with an atomic thickness, graphene has attracted much attentions owing to its unique photoelectric properties such as ultra-high intrinsic carrier mobility, low loss and adjustable bandgap. The linear energy-momentum dispersion near the Dirac point renders electrons travelling at a constant velocity of 3×10 6 m/s in graphene, which implies that graphene-based electronics and optoelectronics have the potential to operate at speed of THz [22]. The permittivity of the graphene ε g can be written as [23] ϵ g = 1 + iσ ϵ 0 ωd g where d g is the thickness of graphene layer, ϵ 0 is the permittivity in the vacuum, σ is the surface conductivity of graphene, and ω is the angular frequency.…”
Section: Model and Designmentioning
confidence: 99%
“…[7][8][9] Since Xia et al prepared the first graphene phototransistor in 2009, [10] graphene has been used in hybrid systems with various materials or even physical local fields to achieve photoelectric detection. [11] For example, metasurfaces, [12][13][14] quantum dots (QDs), [15] nanowires, [16,17] bulk materials, [18] transition metal dichalcogenide materials, [19,20] perovskite materials, [21][22][23] and various organic substances [24][25][26] have been combined with graphene to achieve a high performance photoelectric detection. [27] These works have extensively promoted the research progress of graphene in the field of photoelectric detection.…”
Section: Introductionmentioning
confidence: 99%
“…The properties of previous metamaterials are not easily changed once their structure is determined. According to the former study, using tunable materials is an excellent method to overcome the limitation, such as liquid crystal [19], Ge 2 Sb 2 Te 5 (GST) [20], VO 2 [37], and graphene [22], reconfigurable metal [23]. Phase-change materials have drawn a lot of attention in the realm of active photonics because of their excellent electrical and optical capabilities [24], [25], [26], [27].…”
Section: Introductionmentioning
confidence: 99%