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Poling techniques for optical fibers

Poling techniques for optical fibers
Poling techniques for optical fibers
Normally, only non-centro-symmetric crystalline materials exhibit second-order optical non-linearities. A material with a large second-order non-linearity is required for use in second-harmonic generation, Pockels modulators and parametric oscillators. Glass, being an amorphous material, exhibits the usual third-order non-linear behaviour, but not second-order effects. However, poling of an optical fibre by simultaneous excitation and orientation of defect centres has recently been demonstrated and leads to the creation of permanent, large second-order non-linearities.
Li, L.
3d47f862-e449-42d4-be13-5bf827cf8383
Fermann, M.E.
7b069725-c906-4b27-9b6d-1034b99b0cf7
Li, L.
3d47f862-e449-42d4-be13-5bf827cf8383
Fermann, M.E.
7b069725-c906-4b27-9b6d-1034b99b0cf7

Li, L. and Fermann, M.E. (1989) Poling techniques for optical fibers. QELS: Conference on Quantum Electronics & Laser Science, Baltimore, United States. 24 - 28 Apr 1989.

Record type: Conference or Workshop Item (Paper)

Abstract

Normally, only non-centro-symmetric crystalline materials exhibit second-order optical non-linearities. A material with a large second-order non-linearity is required for use in second-harmonic generation, Pockels modulators and parametric oscillators. Glass, being an amorphous material, exhibits the usual third-order non-linear behaviour, but not second-order effects. However, poling of an optical fibre by simultaneous excitation and orientation of defect centres has recently been demonstrated and leads to the creation of permanent, large second-order non-linearities.

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More information

Published date: 1989
Additional Information: Paper FCC1
Venue - Dates: QELS: Conference on Quantum Electronics & Laser Science, Baltimore, United States, 1989-04-24 - 1989-04-28
Organisations: Optoelectronics Research Centre

Identifiers

Local EPrints ID: 77538
URI: http://eprints.soton.ac.uk/id/eprint/77538
PURE UUID: aa68b3d6-6b0c-47a4-9ea0-1b9a0c7c3b9c

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Date deposited: 11 Mar 2010
Last modified: 13 Mar 2024 23:55

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Contributors

Author: L. Li
Author: M.E. Fermann

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