Periodically-poled Fibers for Quantum Frequency Conversion with the effects of Third-order Nonlinearities

Lasse Mejling Andersen; Karsten Rottwitt; C. J. McKinstrie

Periodically-poled Fibers for Quantum Frequency Conversion with the effects of Third-order Nonlinearities

Lasse Mejling Andersen, Karsten Rottwitt, C. J. McKinstrie

Bell Laboratories

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Abstract

The ability to obtain quantum-state-preserving frequency conversion is an integral part of any quantum communication system [1,2]. Several solutions have been proposed including sum-frequency generation in second-order nonlinear materials and four-wave mixing (FWM) in third-order materials. It has been proposed to impose an effective second-order nonlinearity in optical fibers by periodical thermal poling of the fiber [3,4]. This gives the advantage from FWM of mode-matching the generated states to those of the transmission fiber. In addition one gets the benefit of large frequency shifts as in second-order materials

Original language	English
Title of host publication	Proceedings of Photonics North 2013
Publication date	2013
Publication status	Published - 2013
Event	15th Photonics North Conference - Ottawa , Canada Duration: 3 Jun 2013 → 5 Jun 2013 http://www.conferium.com/WPclients/photon13/

Conference

Conference	15th Photonics North Conference
Country/Territory	Canada
City	Ottawa
Period	03/06/2013 → 05/06/2013
Internet address	http://www.conferium.com/WPclients/photon13/

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title = "Periodically-poled Fibers for Quantum Frequency Conversion with the effects of Third-order Nonlinearities",

abstract = "The ability to obtain quantum-state-preserving frequency conversion is an integral part of any quantum communication system [1,2]. Several solutions have been proposed including sum-frequency generation in second-order nonlinear materials and four-wave mixing (FWM) in third-order materials. It has been proposed to impose an effective second-order nonlinearity in optical fibers by periodical thermal poling of the fiber [3,4]. This gives the advantage from FWM of mode-matching the generated states to those of the transmission fiber. In addition one gets the benefit of large frequency shifts as in second-order materials ",

author = "Andersen, {Lasse Mejling} and Karsten Rottwitt and McKinstrie, {C. J.}",

year = "2013",

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AU - Andersen, Lasse Mejling

AU - Rottwitt, Karsten

AU - McKinstrie, C. J.

PY - 2013

Y1 - 2013

N2 - The ability to obtain quantum-state-preserving frequency conversion is an integral part of any quantum communication system [1,2]. Several solutions have been proposed including sum-frequency generation in second-order nonlinear materials and four-wave mixing (FWM) in third-order materials. It has been proposed to impose an effective second-order nonlinearity in optical fibers by periodical thermal poling of the fiber [3,4]. This gives the advantage from FWM of mode-matching the generated states to those of the transmission fiber. In addition one gets the benefit of large frequency shifts as in second-order materials

AB - The ability to obtain quantum-state-preserving frequency conversion is an integral part of any quantum communication system [1,2]. Several solutions have been proposed including sum-frequency generation in second-order nonlinear materials and four-wave mixing (FWM) in third-order materials. It has been proposed to impose an effective second-order nonlinearity in optical fibers by periodical thermal poling of the fiber [3,4]. This gives the advantage from FWM of mode-matching the generated states to those of the transmission fiber. In addition one gets the benefit of large frequency shifts as in second-order materials

M3 - Article in proceedings

BT - Proceedings of Photonics North 2013

T2 - 15th Photonics North Conference

Y2 - 3 June 2013 through 5 June 2013

ER -

Periodically-poled Fibers for Quantum Frequency Conversion with the effects of Third-order Nonlinearities

Abstract

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