Theory of dispersion in lossless multimode optical fibres
Theory of dispersion in lossless multimode optical fibres
Using the ray propagation model generalized expressions for the impulse response of multimode fibres have been derived. The analysis has been applied to lossless fibres for pulses having both Gaussian and Lambertian spatial distributions as well as impulse and Gaussian temporal distributions. Detailed results are given for output pulse shapes and fibre dispersions for various configurations.
1-5
Dakin, J.P.
04891b9b-5fb5-4245-879e-9e7361adf904
Gambling, W.A.
70d15b3d-eaf7-44ed-9120-7ae47ba68324
Matsumura, H.
1e8b76d6-6100-43c0-b411-6f9fe68671eb
Payne, D.N.
4f592b24-707f-456e-b2c6-8a6f750e296d
Sunak, H.R.D.
43f40d5a-705f-4e32-9a89-df1ad2774592
1973
Dakin, J.P.
04891b9b-5fb5-4245-879e-9e7361adf904
Gambling, W.A.
70d15b3d-eaf7-44ed-9120-7ae47ba68324
Matsumura, H.
1e8b76d6-6100-43c0-b411-6f9fe68671eb
Payne, D.N.
4f592b24-707f-456e-b2c6-8a6f750e296d
Sunak, H.R.D.
43f40d5a-705f-4e32-9a89-df1ad2774592
Dakin, J.P., Gambling, W.A., Matsumura, H., Payne, D.N. and Sunak, H.R.D.
(1973)
Theory of dispersion in lossless multimode optical fibres.
Optics Communications, 7 (1), .
(doi:10.1016/0030-4018(73)90096-5).
Abstract
Using the ray propagation model generalized expressions for the impulse response of multimode fibres have been derived. The analysis has been applied to lossless fibres for pulses having both Gaussian and Lambertian spatial distributions as well as impulse and Gaussian temporal distributions. Detailed results are given for output pulse shapes and fibre dispersions for various configurations.
More information
Published date: 1973
Identifiers
Local EPrints ID: 78817
URI: http://eprints.soton.ac.uk/id/eprint/78817
ISSN: 0030-4018
PURE UUID: de5172ce-c9e1-41de-91f1-61b9e9797075
Catalogue record
Date deposited: 11 Mar 2010
Last modified: 14 Mar 2024 00:23
Export record
Altmetrics
Contributors
Author:
J.P. Dakin
Author:
W.A. Gambling
Author:
H. Matsumura
Author:
H.R.D. Sunak
Download statistics
Downloads from ePrints over the past year. Other digital versions may also be available to download e.g. from the publisher's website.
View more statistics