Abstract

Accurate forms for the LPnm modes (n = 0 and n ≧ 2) in a uniform circular-core curved fiber are given. We show that the LPnm modes (n ≧ 2) are composed of two spatially orthogonal components and that, to the zeroth order, there is no special polarization axis for the LP modes in a uniform circular-core curved fiber.

© 1996 Optical Society of America

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