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少模多芯光纤的纤芯排布方法
引用本文:涂佳静,乔喜慧,隆克平.少模多芯光纤的纤芯排布方法[J].光子学报,2017,46(1).
作者姓名:涂佳静  乔喜慧  隆克平
作者单位:北京科技大学 计算机与通信工程学院 先进网络技术与新业务研究所,北京,100083
基金项目:国家重点基础研究发展计划,国家自然科学基金,中国博士后科学基金,中央高校基本科研业务费专项资金项目(No.FRF-TP-15-031A1)资助 The National Basic Research Program of China,the National Natural Science Foundation of China,the China Postdoctoral Science Foundation,the Fundamental Research Funds for the Central Universities
摘    要:提出一种3模12芯光纤的纤芯排布优化方法.在分析芯间串扰、弯曲半径阈值和相对纤芯多重性因子等特性后,给出了单圆形结构和方点阵结构的纤芯排布方法及优化方案.对于单圆形结构,在波长为1 625nm的情况下很难找到合适纤芯排布以使芯间串扰小于-30dB/100km并且使光缆截至波长小于1 530nm.对于方点阵结构,在波长为1 625nm,且弯曲半径大于弯曲半径阈值时,可使芯间串扰小于-30dB/100km,最大光缆截至波长不大于1 530nm,纤芯多重性因子可达到~15,这表明方点阵结构是一种比单圆形结构更适合3模12芯光纤的纤芯排布结构.

关 键 词:光纤光学  空分复用技术  少模多芯光纤  纤芯排布优化  数值仿真  芯间串扰  差分模式群时延

Core Arrangement Method for Few-mode Multi-core Fibres
TU Jia-jing,QIAO Xi-hui,LONG Ke-ping.Core Arrangement Method for Few-mode Multi-core Fibres[J].Acta Photonica Sinica,2017,46(1).
Authors:TU Jia-jing  QIAO Xi-hui  LONG Ke-ping
Abstract:An optimizing method for the core arrangemnt of three-mode twelve-core fiber was proposed.After investigating the characteristics such as inter-core crosstalk, threshold value of bending radius and Relative Core Multiplicity Factor (RCMF), the optimized scheme for One-Ring Structure (ORS) and Square-Lattice Structure (SLS) were presented.For ORS, it is hard to find an appropriate core deployment to meet both requirements that crosstalk is not higher than -30 dB/100 km at the wavelength of 1 625 nm and the cable cutoff wavelength is not larger than 1 530 nm.For SLS, crosstalk can be lower than -30 dB/100 km after bending radius being larger than the threshold value, maximum cutoff wavelength is not larger than 1530 nm and RCMF can reach ~15 at the wavelength of 1625 nm, which indicates that SLS is a more suitable core arrangement than ORS for the three-mode twelve-core fiber.
Keywords:Fiber optics  Space division multiplexing  Few-mode multi-core fiber  Optimization of core arrangement  Numerical simulation  Inter-core crosstalk  Differential mode delay
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