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光纤分布式测温系统中基于迭代法的高准确度温度解调算法
引用本文:夏涛,李小兵,郭江涛,张睿,茅昕.光纤分布式测温系统中基于迭代法的高准确度温度解调算法[J].光子学报,2012,41(7):831-835.
作者姓名:夏涛  李小兵  郭江涛  张睿  茅昕
作者单位:光纤光缆制备技术国家重点实验室;长飞光纤光缆有限公司研发中心,武汉 430074
基金项目:国家重点基础研究发展计划,国家自然科学基金
摘    要:提出了一种利用喇曼散射原理的光纤分布式测温系统中基于迭代的高准确度温度解调算法.针对于常规的反斯托克斯-斯托克斯双光路比值的温度解调算法,该迭代算法进一步校正了光纤中双光路衰减系数差对温度敏感带来的温度测量误差,尤其适用于中距离且温度场复杂的测温环境,实现了高准确度的温度测量.通过理论分析确定了该迭代法的迭代格式,测量了相应的光纤参量,并在传感样机上编写相应的代码通过实验予以验证,在0~90℃温度范围,5km测量长度输出的测温曲线符合预期的测温效果.

关 键 词:分布式测温  喇曼散射  衰减系数校正因子  温度解调  迭代法
收稿时间:2012/2/22

High Precision Temperature Calculation Method of Fiber-optic Distributed Temperature Sensing System Based on Iteration Technique
XIA Tao , LI Xiao-bing , GUO Jiang-tao , ZHANG Rui , MAO Xin.High Precision Temperature Calculation Method of Fiber-optic Distributed Temperature Sensing System Based on Iteration Technique[J].Acta Photonica Sinica,2012,41(7):831-835.
Authors:XIA Tao  LI Xiao-bing  GUO Jiang-tao  ZHANG Rui  MAO Xin
Institution:(State Key Laboratory of Fiber and Cable Manufacturing Technology;Research and Develop Center of Yangtze Optical Fiber and Cable Company,Wuhan 430074,China)
Abstract:A high precision temperature calculation method of fiber optic distributed temperature sensing system based on iteration technique is introduced. Compared with the traditional calculation methods, this iteration based method further corrects the attenuation coefficient difference of the Raman anti stokes wavelength and stokes wavelength in optical fiber which is temperature sensitive, thus increases the precision of temperature measurement. It especially works well with the measurements of normal distance, complex temperature distribution fields. The iterative formula is established by theoretical analysis, the corresponding fiber parameters are pre measured, by programming on data processing module of the sensing system. The result shows great accordance between calculation and actual temperature distribution within the range from 0 to 90℃ along a whole fiber of 5 km.
Keywords:Distributed temperature sensing  Raman scattering  Attenuation coefficient correction factor  Temperature calculation  Iteration technique
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