The role of confinement loss in highly nonlinear silica holey fibers
The role of confinement loss in highly nonlinear silica holey fibers
Small-core holey fibers (HFs) can offer tight mode confinement, and are, therefore, attractive for highly nonlinear fiber applications. However, we show here that confinement loss can significantly degrade the performance of devices based on such small core fibers. We also identify a range of fiber designs that result in high fiber nonlinearity and low confinement loss. In particular, we show that pure silica HFs can exhibit effective nonlinearities more than 50 times higher than conventional fibers, and that the confinement loss can be lowered below the loss of standard fiber types.
1246-1248
Finazzi, V.
bcd436d6-27e8-45c2-8dab-4e32d547498b
Monro, T.M.
4f0295a8-d9ec-45a5-b72b-72908f2549bb
Richardson, D.J.
ebfe1ff9-d0c2-4e52-b7ae-c1b13bccdef3
2003
Finazzi, V.
bcd436d6-27e8-45c2-8dab-4e32d547498b
Monro, T.M.
4f0295a8-d9ec-45a5-b72b-72908f2549bb
Richardson, D.J.
ebfe1ff9-d0c2-4e52-b7ae-c1b13bccdef3
Finazzi, V., Monro, T.M. and Richardson, D.J.
(2003)
The role of confinement loss in highly nonlinear silica holey fibers.
IEEE Photonics Technology Letters, 15 (9), .
(doi:10.1109/LPT.2003.816702).
Abstract
Small-core holey fibers (HFs) can offer tight mode confinement, and are, therefore, attractive for highly nonlinear fiber applications. However, we show here that confinement loss can significantly degrade the performance of devices based on such small core fibers. We also identify a range of fiber designs that result in high fiber nonlinearity and low confinement loss. In particular, we show that pure silica HFs can exhibit effective nonlinearities more than 50 times higher than conventional fibers, and that the confinement loss can be lowered below the loss of standard fiber types.
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Published date: 2003
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Local EPrints ID: 13889
URI: http://eprints.soton.ac.uk/id/eprint/13889
ISSN: 1041-1135
PURE UUID: a16a058f-f32f-46b2-bbc3-8d51dc4f63ab
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Date deposited: 05 Jan 2005
Last modified: 16 Mar 2024 02:40
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Author:
V. Finazzi
Author:
T.M. Monro
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