Phase noise characterisation of a 2-km hollow-core nested antiresonant nodeless fibre for twin-field quantum key distribution
Phase noise characterisation of a 2-km hollow-core nested antiresonant nodeless fibre for twin-field quantum key distribution
The performance of quantum key distribution (QKD) is heavily dependent on the physical properties of the channel over which it is executed. Propagation losses and perturbations in the encoded photons' degrees of freedom, such as polarisation or phase, limit both the QKD range and key rate. The maintenance of phase coherence over optical fibres has lately received considerable attention as it enables QKD over long distances, e.g., through phase-based protocols like Twin-Field (TF) QKD. While optical single mode fibres (SMFs) are the current standard type of fibre, recent hollow core fibres (HCFs) could become a superior alternative in the future. Whereas the co-existence of quantum and classical signals in HCF has already been demonstrated, the phase noise resilience required for phase-based QKD protocols is yet to be established. This work explores the behaviour of HCF with respect to phase noise for the purpose of TF-QKD-like protocols. To achieve this, two experiments are performed. The first, is a set of concurrent measurements on 2 km of HCF and SMF in a double asymmetric Mach-Zehnder interferometer configuration. The second, uses a TF-QKD interferometer consisting of HCF and SMF channels. These initial results indicate that HCF is suitable for use in TF-QKD and other phase-based QKD protocols.
Minder, M.
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Albosh, S.
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Alia, O.
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Slavik, R.
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Kumar, R.
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Poletti, F.
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Kanellos, G.
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Lucamarini, M.
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11 January 2023
Minder, M.
7a672cbc-d538-4d1b-99a4-41f299209782
Albosh, S.
b2f73626-b4c5-4a79-b664-91fd375d9383
Alia, O.
316fbef1-4ad0-4716-9419-4c481b42fa3c
Slavik, R.
2591726a-ecc0-4d1a-8e1d-4d0fd8da8f7d
Kumar, R.
67b132b0-d932-40c6-a242-78de4824f204
Poletti, F.
9adcef99-5558-4644-96d7-ce24b5897491
Kanellos, G.
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Lucamarini, M.
0c166872-d02d-4c63-8371-98040c9f1b26
Minder, M., Albosh, S., Alia, O., Slavik, R., Kumar, R., Poletti, F., Kanellos, G. and Lucamarini, M.
(2023)
Phase noise characterisation of a 2-km hollow-core nested antiresonant nodeless fibre for twin-field quantum key distribution.
Padgett, Miles J., Bongs, Kai, Fedrizzi, Alessandro and Politi, Alberto
(eds.)
In Quantum Technology: Driving Commercialisation of an Enabling Science III.
vol. 12335,
SPIE.
8 pp
.
(doi:10.1117/12.2647583).
Record type:
Conference or Workshop Item
(Paper)
Abstract
The performance of quantum key distribution (QKD) is heavily dependent on the physical properties of the channel over which it is executed. Propagation losses and perturbations in the encoded photons' degrees of freedom, such as polarisation or phase, limit both the QKD range and key rate. The maintenance of phase coherence over optical fibres has lately received considerable attention as it enables QKD over long distances, e.g., through phase-based protocols like Twin-Field (TF) QKD. While optical single mode fibres (SMFs) are the current standard type of fibre, recent hollow core fibres (HCFs) could become a superior alternative in the future. Whereas the co-existence of quantum and classical signals in HCF has already been demonstrated, the phase noise resilience required for phase-based QKD protocols is yet to be established. This work explores the behaviour of HCF with respect to phase noise for the purpose of TF-QKD-like protocols. To achieve this, two experiments are performed. The first, is a set of concurrent measurements on 2 km of HCF and SMF in a double asymmetric Mach-Zehnder interferometer configuration. The second, uses a TF-QKD interferometer consisting of HCF and SMF channels. These initial results indicate that HCF is suitable for use in TF-QKD and other phase-based QKD protocols.
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Published date: 11 January 2023
Venue - Dates:
Quantum Technology: Driving Commercialisation of an Enabling Science III 2022, , Birmingham, United Kingdom, 2022-12-07 - 2022-12-08
Identifiers
Local EPrints ID: 502706
URI: http://eprints.soton.ac.uk/id/eprint/502706
ISSN: 0277-786X
PURE UUID: 3b4d3d2a-084e-45cf-bc4b-d0154c0133a5
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Date deposited: 07 Jul 2025 16:33
Last modified: 08 Jul 2025 01:43
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Contributors
Author:
M. Minder
Author:
S. Albosh
Author:
O. Alia
Author:
R. Slavik
Author:
R. Kumar
Author:
F. Poletti
Author:
G. Kanellos
Author:
M. Lucamarini
Editor:
Miles J. Padgett
Editor:
Kai Bongs
Editor:
Alessandro Fedrizzi
Editor:
Alberto Politi
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