Characterization of the propagation in Photonic Cristal fibers with the Scalar - Finite Element Method

被引:0
|
作者
Cherbi, L. [1 ]
Bellalia, A. [1 ]
Bahloul, L. [1 ]
Touzene, M. [1 ]
Lamara, M. [1 ]
机构
[1] USTHB Univ, Lab Instrumentat, Algiers 16111, Algeria
关键词
Photonic Cristal Optical fiber (PCF); Scalar Finite Element Method (SC-FEM); Chromatic Dispersion; effective index; normalized frequency; numeric aperture (NA); CRYSTAL FIBERS;
D O I
10.1117/12.921275
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
We are arrived in this work to apply the SC-FEM to PCF to determine the modal field distribution and other important characteristics as normalized frequency, numeric aperture and chromatic dispersion according to the optogeometric parameters of the fiber. We could vanish the chromatic dispersion in the PCF at many low wavelengths because of its large degree of liberty.
引用
收藏
页数:12
相关论文
共 50 条
  • [41] An enriched finite element method for dynamic crack propagation
    Chen, H
    Belytschko, T
    IUTAM SYMPOSIUM ON ANALYTICAL AND COMPUTATIONAL FRACTURE MECHANICS OF NON-HOMOGENEOUS MATERIALS, PROCEEDINGS, 2002, 97 : 187 - 196
  • [42] A multiscale extended finite element method for crack propagation
    Guidault, P. -A.
    Allix, O.
    Champaney, L.
    Cornuault, C.
    COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING, 2008, 197 (05) : 381 - 399
  • [43] Simulation of the finite element method on wave propagation in cylinders
    Wu, XM
    Qian, ML
    PROGRESS IN NATURAL SCIENCE, 2001, 11 : S265 - S268
  • [44] Application of the Extended Finite Element Method in Crack Propagation
    Di Y.
    Wang H.
    Dong L.
    Xing Z.
    Wang X.
    1600, Cailiao Daobaoshe/ Materials Review (31): : 70 - 74and85
  • [45] Finite element analysis of in-phase supermode for multicore photonic crystal fibers
    姜源源
    魏泳涛
    邓国亮
    胡滔
    冯国英
    OptoelectronicsLetters, 2010, 6 (05) : 328 - 332
  • [46] Finite element analysis of in-phase supermode for multicore photonic crystal fibers
    Jiang Y.-Y
    Wei Y.-T.
    Deng G.-L.
    Hu T.
    Feng G.-Y.
    Optoelectronics Letters, 2010, 6 (5) : 328 - 332
  • [47] Approximate scalar finite-element beam-propagation method with perfectly matched layers for anisotropic optical waveguides
    Saitoh, K
    Koshiba, M
    JOURNAL OF LIGHTWAVE TECHNOLOGY, 2001, 19 (05) : 786 - 792
  • [48] Boundary Element Method, Finite Element Method and the Flux Spline Method: a performance comparison for scalar potential problems
    Bulcao, A
    Loeffler, CF
    Oliveira, PC
    BOUNDARY ELEMENTS XXI, 1999, 6 : 259 - 270
  • [49] Finite-difference imaginary-distance beam propagation method for modeling of the fundamental mode of photonic crystal fibers
    He, YZ
    Shi, FG
    OPTICS COMMUNICATIONS, 2003, 225 (1-3) : 151 - 156
  • [50] TWO-DIMENSIONAL FINITE-ELEMENT METHOD CALCULATION OF PROPAGATION CHARACTERISTICS OF AXIALLY NONSYMMETRICAL OPTICAL FIBERS
    OYAMADA, K
    OKOSHI, T
    RADIO SCIENCE, 1982, 17 (01) : 109 - 116