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Dataset for Optimisation of Amplitude Limiters for Phase Preservation Based on the Exact Solution to Degenerate Four-Wave Mixing

Dataset for Optimisation of Amplitude Limiters for Phase Preservation Based on the Exact Solution to Degenerate Four-Wave Mixing
Dataset for Optimisation of Amplitude Limiters for Phase Preservation Based on the Exact Solution to Degenerate Four-Wave Mixing
Adopting an exact solution to four-wave mixing (FWM), wherein harmonic evolution is described by the sum of two Bessel functions, we identify two causes of amplitude to phase noise conversion which impair FWM saturation based amplitude regenerators: self-phase modulation (SPM) and Bessel-order mixing (BOM). By increasing the pump to signal power ratio, we may arbitrarily reduce their impact, realising a phase preserving amplitude regenerator. We demonstrate the technique by applying it to the regeneration of a 10 GBaud QPSK signal, achieving a high level of amplitude squeezing with minimal amplitude to phase noise conversion. Dataset for Bottrill, Kyle, Hesketh, Graham, Parmigiani, Francesca, Richardson, David and Petropoulos, Periklis (2016) Optimisation of Amplitude Limiters for Phase Preservation Based on the Exact Solution to Degenerate Four-Wave Mixing. Optics Express
University of Southampton
Bottrill, Kyle
8c2e6c2d-9f14-424e-b779-43c23e2f49ac
Hesketh, Graham
4516efe6-55a9-4055-8ba2-c8f6aa3fd267
Parmigiani, Francesca
6a386833-5186-4448-875e-d691161aba62
Richardson, David
ebfe1ff9-d0c2-4e52-b7ae-c1b13bccdef3
Petropoulos, Periklis
522b02cc-9f3f-468e-bca5-e9f58cc9cad7
Bottrill, Kyle
8c2e6c2d-9f14-424e-b779-43c23e2f49ac
Hesketh, Graham
4516efe6-55a9-4055-8ba2-c8f6aa3fd267
Parmigiani, Francesca
6a386833-5186-4448-875e-d691161aba62
Richardson, David
ebfe1ff9-d0c2-4e52-b7ae-c1b13bccdef3
Petropoulos, Periklis
522b02cc-9f3f-468e-bca5-e9f58cc9cad7

Bottrill, Kyle, Hesketh, Graham, Parmigiani, Francesca, Richardson, David and Petropoulos, Periklis (2016) Dataset for Optimisation of Amplitude Limiters for Phase Preservation Based on the Exact Solution to Degenerate Four-Wave Mixing. University of Southampton doi:10.5258/SOTON/386447 [Dataset]

Record type: Dataset

Abstract

Adopting an exact solution to four-wave mixing (FWM), wherein harmonic evolution is described by the sum of two Bessel functions, we identify two causes of amplitude to phase noise conversion which impair FWM saturation based amplitude regenerators: self-phase modulation (SPM) and Bessel-order mixing (BOM). By increasing the pump to signal power ratio, we may arbitrarily reduce their impact, realising a phase preserving amplitude regenerator. We demonstrate the technique by applying it to the regeneration of a 10 GBaud QPSK signal, achieving a high level of amplitude squeezing with minimal amplitude to phase noise conversion. Dataset for Bottrill, Kyle, Hesketh, Graham, Parmigiani, Francesca, Richardson, David and Petropoulos, Periklis (2016) Optimisation of Amplitude Limiters for Phase Preservation Based on the Exact Solution to Degenerate Four-Wave Mixing. Optics Express

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More information

Published date: 2016
Organisations: ORC Research, Optoelectronics Research Centre
Projects:
DTA - University of Southampton
Funded by: UNSPECIFIED (EP/M50662X/1)
October 2014 to September 2018
Transforming the Internet Infrastructure: The Photonic HyperHighway
Funded by: UNSPECIFIED (EP/I01196X)
November 2010 to October 2016

Identifiers

Local EPrints ID: 386447
URI: http://eprints.soton.ac.uk/id/eprint/386447
PURE UUID: fae2fa5d-4ca3-488e-8179-1c23b4cf3e91
ORCID for Kyle Bottrill: ORCID iD orcid.org/0000-0002-9872-110X
ORCID for Francesca Parmigiani: ORCID iD orcid.org/0000-0001-7784-2829
ORCID for David Richardson: ORCID iD orcid.org/0000-0002-7751-1058
ORCID for Periklis Petropoulos: ORCID iD orcid.org/0000-0002-1576-8034

Catalogue record

Date deposited: 27 Jan 2016 10:24
Last modified: 05 Nov 2023 02:49

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Contributors

Creator: Kyle Bottrill ORCID iD
Creator: Graham Hesketh
Creator: Francesca Parmigiani ORCID iD
Creator: David Richardson ORCID iD
Creator: Periklis Petropoulos ORCID iD

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