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Opposite-parity orthonormal function expansion for efficient full-vectorial modeling of holey optical fibers

机译:反向奇偶正交函数展开,可对有孔光纤进行有效的全矢量建模

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An improved full-vectorial method exploiting the opposite-parity property of eigenmodes based on orthonormal-functions expansion is proposed to solve the wave equation for holey optical fibers. By use of the parity property of eigenmodes in symmetric structures, the number of orthonormal function integrals involved in the calculation is reduced, and the computation efficiency is greatly enhanced. The coupling between the two transverse field components is considered, and both dominant and minor field components can be calculated for the accurate modeling of fiber modes. This method is useful for efficiently modeling holey fibers, especially those with large air holes, in which the coupling effect that is due to refractive-index discontinuities is strong. (C) 2003 Optical Society of America. [References: 8]
机译:提出了一种基于正交函数展开的利用本征模奇偶性的改进全矢量方法来求解带孔光纤的波动方程。通过利用对称结构中本征模的奇偶性,减少了计算中涉及的正交函数积分的数量,大大提高了计算效率。考虑了两个横向场分量之间的耦合,可以计算主场分量和次场分量,以对光纤模式进行精确建模。此方法可用于有效地建模多孔纤维,尤其是那些具有大气孔的多孔纤维,其中由于折射率不连续而产生的耦合效应很强。 (C)2003年美国眼镜学会。 [参考:8]

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