光在椭圆光纤中传播的理论分析

T. Pustelny, L. Przybylski, K. Barczak
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引用次数: 1

摘要

本文给出了电磁场在椭圆芯光纤中传播的理论分析结果。由于核的椭圆对称性,分析必须在椭圆坐标系中进行。分析表明,描述电场z分量的函数满足马蒂厄方程。所提出的理论分析结果是原创的,尚未发表。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Some aspects of theoretical analysis of the light propagation in an elliptical optical fiber
The paper presents the results of theoretical analysis of the propagation of the electromagnetic field in optical fiber with an elliptic core. Due to the elliptic symmetry of the core the analysis had to be carried out in an elliptic coordinate system. This analysis has shown that the functions describing the z-component of the electric field satisfy the Mathieu equations. The presented results of the theoretical analysis are original and have not published so for.
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