2R-regenerative all-optical switch based on a highly nonlinear holey fiber
2R-regenerative all-optical switch based on a highly nonlinear holey fiber
We report the fabrication of a highly nonlinear holey fiber made from pure silica with an effective area of just ~2.8µm2 at 1550nm. We believe this to be the smallest effective area yet measured for a holey fiber at 1550 nm. We also report the operation of a 2R regenerative optical switch based on just 3.3m of the fiber that is shown to have 30 times the nonlinear figure of merit of previous devices based on dispersion-shifted fiber.
fiber design and fabrication, nonlinear optics, fibers, nonlinear optical devices
1233-1235
Petropoulos, P.
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Monro, T.M.
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Belardi, Walter
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Furusawa, K.
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Lee, J.H.
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Richardson, D.J.
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2001
Petropoulos, P.
522b02cc-9f3f-468e-bca5-e9f58cc9cad7
Monro, T.M.
4f0295a8-d9ec-45a5-b72b-72908f2549bb
Belardi, Walter
d09d8952-9503-4ccc-b696-0d53f7d97732
Furusawa, K.
f84c2a9c-89d8-41a1-9d7a-b196fc4ed60c
Lee, J.H.
3b88784a-02e7-4b63-b112-3fdb4e1abf4e
Richardson, D.J.
ebfe1ff9-d0c2-4e52-b7ae-c1b13bccdef3
Petropoulos, P., Monro, T.M., Belardi, Walter, Furusawa, K., Lee, J.H. and Richardson, D.J.
(2001)
2R-regenerative all-optical switch based on a highly nonlinear holey fiber.
Optics Letters, 26 (16), .
(doi:10.1364/OL.26.001233).
Abstract
We report the fabrication of a highly nonlinear holey fiber made from pure silica with an effective area of just ~2.8µm2 at 1550nm. We believe this to be the smallest effective area yet measured for a holey fiber at 1550 nm. We also report the operation of a 2R regenerative optical switch based on just 3.3m of the fiber that is shown to have 30 times the nonlinear figure of merit of previous devices based on dispersion-shifted fiber.
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Published date: 2001
Keywords:
fiber design and fabrication, nonlinear optics, fibers, nonlinear optical devices
Identifiers
Local EPrints ID: 13669
URI: http://eprints.soton.ac.uk/id/eprint/13669
ISSN: 0146-9592
PURE UUID: 42deebb8-157b-488a-8d27-a04e316db789
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Date deposited: 31 Dec 2004
Last modified: 16 Mar 2024 02:58
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Contributors
Author:
P. Petropoulos
Author:
T.M. Monro
Author:
Walter Belardi
Author:
K. Furusawa
Author:
J.H. Lee
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