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Birefringence study of photonic crystal fibers by using the full-vectorial finite element method

机译:全矢量有限元法研究光子晶体光纤的双折射

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摘要

Modal solutions of photonic crystal fibers with equal and unequal circular air holes in a hexagonal matrix are presented, by using a rigorous full-vectorial finite element-based approach. The effective indices, mode field profiles, spot-sizes, modal hybridness, modal birefringence and group velocity dispersion values have been determined and presented. The effects of the pitch-distance, hole diameter, structural asymmetry, air hole arrangement and the operating wavelength on the modal birefringence are also reported. It is shown that a significant value of birefringence can be achieved by using only circular air holes, which would be easy to fabricate, and by operating it close to its modal cutoff.
机译:通过使用严格的基于全矢量有限元的方法,提出了六角形矩阵中具有相等和不相等的圆形气孔的光子晶体光纤的模态解决方案。有效指标,模式场轮廓,光点大小,模式混合度,模式双折射和群速度色散值已确定并提出。还报道了节距,孔径,结构不对称性,气孔排列和工作波长对模态双折射的影响。结果表明,仅使用圆形空气孔(很容易制造)并在接近其模态截止的地方进行操作,就可以实现双折射的显着值。

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