Synthesis of highly confined surface plasmon modes with doped graphene sheets in the mid-infrared and terahertz frequencies
Choon How Gan, Hong Son Chu, and Er Ping Li

TL;DR
This paper analytically explores highly confined surface plasmon modes in doped graphene sheets, revealing how symmetric and antisymmetric modes behave with varying separation, with implications for mid-infrared and terahertz waveguiding and sensing.
Contribution
It provides an accurate approximate dispersion relation for monolayer graphene plasmons and analyzes the splitting and confinement properties of coupled graphene pairs.
Findings
Symmetric mode confinement improves with reduced absorption at larger gaps.
Antisymmetric mode exhibits lower absorption loss at small gaps or long wavelengths.
Graphene plasmons are promising for mid-infrared and terahertz waveguiding and sensing.
Abstract
We investigate through analytic calculations the surface plasmon dispersion relation for monolayer graphene sheets and a separated parallel pair of graphene monolayers. An approximate form for the dispersion relation for the monolayer case was derived, which was shown to be highly accurate and offers intuition to the properties of the supported plasmon mode. For parallel graphene pairs separated by small gaps, the dispersion relation of the surface plasmon splits into two branches, one with a symmetric and the other with an antisymmetric magnetic field across the gap. For the symmetric (magnetic field) branch, the confinement may be improved at reduced absorption loss over a wide spectrum, unlike conventional SP modes supported on metallic surfaces that are subjected to the trade-off between loss and confinement. This symmetric mode becomes strongly suppressed for very small separations…
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