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Full-Vector Analysis of Photonic Crystal Fibers Using the Finite Element Method
IEICE TRANSACTIONS on Electronics
Publication Date: 2002/04/01
Print ISSN: 0916-8516
Type of Manuscript: INVITED PAPER (Special Issue on Optical Fibers and Devices)
optical fiber, photonic crystal, holey fiber, finite element method, numerical analysis,
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Using a full-vector finite element method (FEM) with curvilinear hybrid edge/nodal elements, a single-mode nature of index-guiding photonic crystal fibers, also called holey fibers (HFs), is accurately analyzed as a function of wavelength. The cladding effective index, which is very important design parameter for realizing a single-mode HF and is defined as the effective index of the infinite photonic crystal cladding if the core is absent, is also determined using the FEM. In traditional fiber theory, a normalized frequency, V, is often used to determine the number of guided modes in step-index fibers. In order to adapt the concept of V-parameter to HFs, the effective core radius, aeff, is determined using the actual numerical aperture given by the FEM. Furthermore, the group velocity dispersion of single-mode HFs is calculated as a function of their geometrical parameters, and the modal birefringence of HFs is numerically investigated.