New electromagnetic mode in graphene.
By S. Mikhailov, K. Ziegler. Physical Review Letters, 2007
735 citations recorded by the source corpus.
A new, weakly damped, transverse electromagnetic mode is predicted in graphene. The mode frequency omega lies in the window 1.667<[see text]omega/micro < 2, where micro is the chemical potential, and can be tuned from radio waves to the infrared by changing the density of charge carriers through a gate voltage.
Subfields: Biomedical Engineering, Materials Chemistry
View Paper: https://www.semanticscholar.org/paper/15d07eac16a436b0fab17fa92197d38a252025b3
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In Biomedical Engineering
- Christophe Caloz
- Dimitrios L. Sounas
- Tony Low
- M. Soljavci'c
- Pablo Rodriguez-Lopez
- Olga Kazakova
- M. Fogler
- Niels Asger Mortensen
In Materials Chemistry
- Feng Wang
- Phaedon Avouris
- D. Basov
- George W. Hanson
- Alessandra Lanzara
- M. Fogler
- Tony Low
- Dimitrios L. Sounas
Citations in the corpus
- Graphene plasmonics for terahertz to mid-infrared applications. (2014, background): “In the non-retarded regime where q q0, it has the following solution:[20, 43, 44]”
- Graphene-plasmon polaritons: From fundamental properties to potential applications (2016, background): “Plasmons in graphene have many properties in common with longitudinal plasmon oscillations in twodimensional electron gases supported by semiconductor heterostructures, but it is predicted that graphene also supports a transverse electric mode [50], which does not appear in the more common two-dimen”
- Materials perspective on Casimir and van der Waals interactions (2015, background): “It is also interesting to note that the longitudinal modes are gapless, however the transverse ones exist in the window 1.7 ~ω/EF 2 and can be tunable from radio to infrared frequency by doping and electric fields (Mikhailov and Ziegler, 2007).”
- Colloquium: Graphene spectroscopy (2014, background): “The other mode (Mikhailov and Ziegler, 2007) is predicted to appear in the range 1.”
- Gyrotropy and Nonreciprocity of Graphene for Microwave Applications (2012, background): “In contrast, the benefits of these properties for electromagnetic waves have received little attention, except for a few studies on surface wave propagation along a graphene sheet [9], [10], probably due to the too small size (much smaller than the wavelength) of the graphene samples available until”