Generalized LP1mmodes in an optical fiber with constant radius of curvature

Kiyonobu Kusano; Adrian Ankiewicz

doi:10.1364/AO.37.000463

Generalized LP_1mmodes in an optical fiber with constant radius of curvature

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Abstract

Accurate forms for the generalized LP_1mmode in a uniform circular-core curved fiber are given. We show that each generalized LP_1mmode is composed of four linearly polarized partial fields. We also show that, when the propagation constants of HE_2m, TM_0m, and TE_0mmodes are degenerate, there are four linearly polarized modes for each generalized LP1m mode.

Original language	English
Pages (from-to)	463-468
Number of pages	6
Journal	Applied Optics
Volume	37
Issue number	3
DOIs	https://doi.org/10.1364/AO.37.000463
Publication status	Published - 20 Jan 1998

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title = "Generalized LP1mmodes in an optical fiber with constant radius of curvature",

abstract = "Accurate forms for the generalized LP1mmode in a uniform circular-core curved fiber are given. We show that each generalized LP1mmode is composed of four linearly polarized partial fields. We also show that, when the propagation constants of HE2m, TM0m, and TE0mmodes are degenerate, there are four linearly polarized modes for each generalized LP1m mode.",

author = "Kiyonobu Kusano and Adrian Ankiewicz",

year = "1998",

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AU - Ankiewicz, Adrian

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AB - Accurate forms for the generalized LP1mmode in a uniform circular-core curved fiber are given. We show that each generalized LP1mmode is composed of four linearly polarized partial fields. We also show that, when the propagation constants of HE2m, TM0m, and TE0mmodes are degenerate, there are four linearly polarized modes for each generalized LP1m mode.

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EP - 468

JO - Applied Optics

JF - Applied Optics

IS - 3

ER -

Generalized LP_1mmodes in an optical fiber with constant radius of curvature

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