Polaritons in two-dimensional parabolic waveguides
T. P. Rasmussen, P. A. D. Gon\c{c}alves, Sanshui Xiao, Sebastian, Hofferberth, N. Asger Mortensen, and Joel D. Cox

TL;DR
This paper introduces a semi-analytical model for 2D material-based parabolic waveguides, showing how bending graphene enhances plasmon confinement and emission, with potential applications in nano-optics and quantum photonics.
Contribution
It provides a novel formalism for polaritons in 2D parabolic waveguides, demonstrating enhanced confinement and emission without patterning losses.
Findings
Bending graphene into a parabola increases plasmon confinement.
Parabolic waveguides can enhance spontaneous emission rates.
The theory applies to various 2D polaritons on curved substrates.
Abstract
The suite of highly confined polaritons supported by two-dimensional (2D) materials constitutes a versatile platform for nano-optics, offering the means to channel light on deep-subwavelength scales. Graphene, in particular, has attracted considerable interest due to its ability to support long-lived plasmons that can be actively tuned via electrical gating. While the excellent optoelectronic properties of graphene are widely exploited in plasmonics, its mechanical flexibility remains relatively underexplored in the same context. Here, we present a semi-analytical formalism to describe plasmons and other polaritons supported in waveguides formed by bending a 2D material into a parabolic shape. Specifically, for graphene parabolas, our theory reveals that the already large field confinement associated with graphene plasmons can be substantially increased by bending an otherwise flat…
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