Chiral near-field control of quantum light generation using magneto-optical graphene

We theoretically explore strategies to actively control photon emission from quantum light sources by leveraging the large magneto-optical response of graphene. The quantum electrodynamic response of graphene, characterized by the Purcell factor and the Lamb shift of a proximal emitter, is analyzed for extended twodimensional sheets, one-dimensional nanoribbons, and zero-dimensional nanodisks, all of which are endowed with an intrinsic chiral near-field response under a static perpendicular magnetic field. Using systematic semianalytical models of these systems, we reveal that the emission properties can be readily tuned by variations in doping charge carrier density and applied magnetic field strength, both with respect to magnetoplasmon resonances (at infrared frequencies) and Shubnikov–de Haas oscillations (entering telecommunication bands) associated with optical transitions between discrete Landau levels. Localized magnetoplasmons in graphene nanoribbons are predicted to induce large dissymmetry in the spontaneous emission from left- and right-hand circularly polarized transitions in a proximal quantum emitter, presenting applications for chiral quantum optical waveguiding. This dissymmetry is further enhanced in gyrotropic graphene nanodisks, signaling that the spatial shaping of near fields in nanostructured graphene can significantly boost the intrinsic chiral response induced by the magnetic field. These results indicate that magneto-optical graphene constitutes a versatile and highly tunable platform for quantum light generation and manipulation at the nanoscale.

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Publication Details

Journal
Physical review. B./Physical review. B
Published
2025-09-29
DOI
https://doi.org/10.1103/k5sp-pmcy
Citations
1
Primary Topic
Quantum Information and Cryptography
Type
article
Field-Weighted Citation Impact
2.48

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article

Chiral near-field control of quantum light generation using magneto-optical graphene

Joel D. Cox, Mikkel Have Eriksen
1 citations
Physical review. B./Physical review. B
Quantum Information and Cryptography
2.48
article

Chiral near-field control of quantum light generation using magneto-optical graphene

Joel D. Cox, Mikkel Have Eriksen
article en
1 citations

Abstract

We theoretically explore strategies to actively control photon emission from quantum light sources by leveraging the large magneto-optical response of graphene. The quantum electrodynamic response of graphene, characterized by the Purcell factor and the Lamb shift of a proximal emitter, is analyzed for extended twodimensional sheets, one-dimensional nanoribbons, and zero-dimensional nanodisks, all of which are endowed with an intrinsic chiral near-field response under a static perpendicular magnetic field. Using systematic semianalytical models of these systems, we reveal that the emission properties can be readily tuned by variations in doping charge carrier density and applied magnetic field strength, both with respect to magnetoplasmon resonances (at infrared frequencies) and Shubnikov–de Haas oscillations (entering telecommunication bands) associated with optical transitions between discrete Landau levels. Localized magnetoplasmons in graphene nanoribbons are predicted to induce large dissymmetry in the spontaneous emission from left- and right-hand circularly polarized transitions in a proximal quantum emitter, presenting applications for chiral quantum optical waveguiding. This dissymmetry is further enhanced in gyrotropic graphene nanodisks, signaling that the spatial shaping of near fields in nanostructured graphene can significantly boost the intrinsic chiral response induced by the magnetic field. These results indicate that magneto-optical graphene constitutes a versatile and highly tunable platform for quantum light generation and manipulation at the nanoscale.

Physical review. B./Physical review. BVol. 112(12)
University of Southern Denmark (DK)
National Research Foundation, Danmarks Grundforskningsfond
Openalex Percentile: Top 8%
Quantum Information and Cryptography
2.48
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