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一种新型高非线性色散平坦光子晶体光纤结构
引用本文:刘洁,杨昌喜,Claire Gu,金国藩.一种新型高非线性色散平坦光子晶体光纤结构[J].光学学报,2006,26(10):569-1574.
作者姓名:刘洁  杨昌喜  Claire Gu  金国藩
作者单位:1. 清华大学精密测试技术及仪器国家重点实验室,北京 100084
2. Department of Electrical Engineering,University of California,Santa Cruz,CA 95064,USA
基金项目:国家自然科学基金 , 教育部高等学校博士学科点专项科研基金
摘    要:提出了一种新的高非线性色散平坦光子晶体光纤结构,引入了一个衡量非线性和色散平坦的品质因子δ。采用平面波展开法,研究了气孔尺寸对光子晶体光纤色散特性和非线性的影响。新结构在第一圈空气孔的中间插入六个附加小孔,使得光子晶体光纤有更小的有效模场面积,提高了光纤的非线性。通过控制第一圈和第三圈空气孔以及附加小孔的直径,使得该光子晶体光纤在大约330 nm的波长范围内,光纤的色散系数介于±0.5 ps/(km.nm)之间,在大约230nm的波长范围内,光纤的色散系数介于±0.1 ps/(km.nm)之间,在大约200 nm的波长范围内,光纤的色散系数D的值介于±0.05 ps/(km.nm)之间。光纤的有效模场面积为2.26μm2。衡量非线性和色散平坦的品质因子δ=11.8 ps.W/μm2。

关 键 词:光子晶体光纤  非线性  有效模场面积  色散  色散平坦
文章编号:0253-2239(2006)10-1569-6
收稿时间:2006-01-04
修稿时间:2006-04-18

A Novel Photonic Crystal Fiber with High Nonlinearity and Flattened Dispersion
Liu Jie,Yang Changxi,Claire Gu,Jin Guofan.A Novel Photonic Crystal Fiber with High Nonlinearity and Flattened Dispersion[J].Acta Optica Sinica,2006,26(10):569-1574.
Authors:Liu Jie  Yang Changxi  Claire Gu  Jin Guofan
Abstract:A novel photonic crystal fiber structure with high nonlinearity and flattened dispersion is proposed and analyzed. A parameter δ is introduced to measure the nonlinearity and dispersion flattening. The effect of hole size on nonlinearity and dispersion of the photonic crystal fiber (PCF) is analyzed by the plane wave expansion method. The new structure introduces six additional smaller holes between the holes of the first ring to reduce the effective area, and increase the nonlinearity of the fiber. By optimizing the diameters of the first, third, and the additional rings of holes, a PCF with high nonlinearity and flattened dispersion is achieved. The dispersion parameter is within ±0.5 ps/(km·nm) in a 330 nm wavelength range, within ±0.1 ps/(km·nm) in a 230 nm wavelength range, and within ±0.05 ps/(km·nm) in a 200 nm wavelength range. The effective area is 2.26 μm2. The nonlinearitydispersion flattening parameter δ=11.8 ps·W/μm2.
Keywords:photonic crystal fibers  nonlinearity  effective area  dispersion  dispersion flattened
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