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Analysis of dispersion properties of microstructured fibers with Kerr nonlinearity and with saturable gain by nonlinear eigenmode expansion

机译:通过非线性本征模展开分析具有Kerr非线性和饱和增益的微结构纤维的色散特性

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In the present paper a microstructured optical fiber composed from a solid core surrounded by a photonic crystal cladding region is considered. The analysis of nonlinear eigenmodes of the microstructured fiber is presented. The calculation of the nonlinear eigenmodes allows in the first order to define effect of strong self-focusing and saturable gain to dispersion and gain properties of the fibre. For the expansion of the modal profiles on the set of Laguerre-Gaussian functions was used. The properties of azimuthal symmetry of the photonic crystal cladding allow to reduce the number of governed functions in comparison with the method based on the field approximation by Hermite-Gaussian functions.
机译:在本文中,考虑了由由光子晶体包层区域包围的实心芯组成的微结构光纤。提出了微结构纤维的非线性本征模分析。非线性本征模的计算首先允许定义强自聚焦和可饱和增益对光纤色散和增益特性的影响。为了扩展模态轮廓,使用了Laguerre-Gaussian函数集。与基于Hermite-Gaussian函数的场近似方法相比,光子晶体包层的方位对称特性可以减少控制函数的数量。

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