雨滴碰击光缆后光纤应变相位调制分析

朱辉; 孙小菡

doi:10.7498/aps.67.20171440

摘要

基于云动力学理论，分析了雨滴碰击光缆后径向应变导致光纤纤芯折射率及形状发生改变，使光纤内传输光相位受到调制的过程.建立了雨滴碰击光缆引起光纤内传输光相位调制的模型，获得了降雨强度与相位调制之间的关系.研制了雨滴碰击光缆相位调制实验室验证系统，对比了模拟降雨强度分别为3，5，7，10，15，18，22，30 mm/h时的实验测试与仿真结果，两者变化趋势一致，误差在9%以内.该模型可用于仿真获得不同降雨强度下雨滴碰击光缆引起的光相位调制，为进一步研究降雨对光纤振动传感系统性能的影响，优化光纤振动传感工程应用系统，提出可行的雨量补偿方案提供了理论参考.

关键词:

Abstract

Optical fiber vibration sensing technology is based on the phase modulation of the transmitted light caused by the external vibration to achieve vibration measurement. A lot of researches have reported a variety of schemes for optical fiber vibration sensing and set up several application systems, achieving the functions of oil field safety monitoring, perimeter security, pipeline safety monitoring, etc. The phase modulation caused by raindrops is mixed with the sensing signal, however, when the sensing fiber cable is exposed to the atmospheric environment and the rainfall directly acts on the sensing cable. It is difficult to distinguish the valid signal which can cause the false alarms, which thereby seriously affects the normal operation of the sensing system. To our knowledge, to date, there has been no report on the phase modulation of the transmitted light in the optical fiber caused by raindrops. Based on the theory of cloud dynamics, the transformations of refractive index and shape in the core of optical fiber and the phase modulation of light caused by raindrop collision with optical fiber cable are analyzed. The model of optical phase modulation caused by raindrop collision with optical fiber cable is established, and the relationship between phase modulation and rainfall intensity is obtained. With the increase of rainfall intensity, the phase modulation increases. When the length of the optical fiber cable is fixed, the larger the cable diameter, the larger the phase modulation is. The larger the length of the cable, the greater the phase modulation is, with the cable diameter fixed. The phase modulation caused by raindrops has a positive correlation with the cable diameter and the cable length, which is related to the rainfall intensity received on the cable surface, and increases monotonically with the rainfall intensity. A laboratory verification system for phase modulation caused by raindrop collision with optical fiber cable is established, and the relationship between the phase modulation caused by raindrops and the output signal is obtained. The experimental results are compared with the simulation results at the rainfall intensities of 3, 5, 7, 10, 15, 18, 22, and 30 mm/h. The experimental and simulated results are consistent with each other under different rainfall intensities and the error is less than 9%. The results show that the model can be used to simulate the phase modulation caused by rainfall under different rainfall intensities. It provides a theoretical basis for studying the effect of rainfall on the vibration sensing system, based on which the application system can be optimized and the feasible rainfall compensation scheme can be found.

Keywords:

作者及机构信息

朱辉,
孙小菡

1.
东南大学, 光传感/通信综合网络国家地方联合工程研究中心, 南京 210096

通信作者: 孙小菡, xhsun@seu.edu.cn

Authors and contacts

1.
National Research Center for Optical Sensing/Communications Integrated Networking, Southeast University, Nanjing 210096, China

Corresponding author: Sun Xiao-Han, xhsun@seu.edu.cn

参考文献

[1]	Taylor H F, Lee C E 1993 US Patent 5194847[1993-03-16]
[2]	Choi K N, Taylor H F 2003 IEEE Photon. Technol. Lett. 15 386
[3]	Juarez J C, Maier E W, Choi K N, Taylor H F 2005 J. Lightw. Technol. 23 2081
[4]	Kurmer J P, Kingsley S A, Laudo J S, Krak S J 1992 SPIE Distributed and Multiplexed Fiber Optic Sensors San Francisco, USA, January 29-31,1992 p117
[5]	Wan K T, Leung C K Y 2007 Sens. Actuators A 135 458
[6]	Tan J, Chen W M, Zhu Y, Wang D 2006 Acta Photonica Sinica 35 228 (in Chinese)[谭靖, 陈伟民, 朱永, 王丁 2006 光子学报 35 228]
[7]	Hu Z X, Zhang G L, He J, Zhang L, Zhou J X 2003 Journal of Transducer Technology 22 48 (in Chinese)[胡志新, 张桂莲, 何巨, 张陵, 周进雄 2003 传感器技术 22 48]
[8]	Mahmoud S S, Katsifolis J 2009 SPIE Defense, Security, and Sensing Orlando, USA, April 14-16, 2009 p731604
[9]	Zhu H, Pan C, Sun X 2014 SPIE Sensing Technology and Applications Baltimore, USA, May 5-9, 2014 p91130F
[10]	Robert A, Houze J 2014 Cloud Dynamics (2nd Ed.) (Philadelphia: Academic Press) pp47-53
[11]	https://wenku.baidu.com/view/ca52ef4b0b4c2e3f572763cf.html[2017-08-31]
[12]	Laws J O 1941 Earth. Space Sci. 22 709
[13]	Gunn R, Kinzer G D 1949 J. Meteor. 6 243
[14]	Atlas D, Srivastava R C, Sekhon R S 1973 Rev. Geophys. 11 1
[15]	Ulbrich C W 1983 J. Climate Appl. Meteor. 22 1764
[16]	Marshall J S, Palmer W M K 1948 J. Meteor. 5 165
[17]	Hall R L, Calder I R 1993 J. Geophy. Res. 98 18465
[18]	Fu X, Li H N, Yang Y B 2015 J. Wind Eng. Ind. Aerod. 147 85
[19]	Li R, Ninokata H, Mori M 2011 Prog. Nucl. Energ. 53 881
[20]	Mitchell B R, Nassiri A, Locke M R, Klewicki J C, Korkolis Y P, Kinsey B L 2016 ASME 11th International Manufacturing Science and Engineering Conference Phoenix, USA, November 13-16, 2016 pV001T02A047
[21]	Li J, Zhang B, Guo P, Lv Q 2014 J. Appl. Phys. 116 214903
[22]	Hocker G B 1979 Appl. Opt. 18 1445
[23]	Hoffman P R, Kuzyk M G 2004 J. Lightw. Technol. 22 494

施引文献

[1]	Taylor H F, Lee C E 1993 US Patent 5194847[1993-03-16]
[2]	Choi K N, Taylor H F 2003 IEEE Photon. Technol. Lett. 15 386
[3]	Juarez J C, Maier E W, Choi K N, Taylor H F 2005 J. Lightw. Technol. 23 2081
[4]	Kurmer J P, Kingsley S A, Laudo J S, Krak S J 1992 SPIE Distributed and Multiplexed Fiber Optic Sensors San Francisco, USA, January 29-31,1992 p117
[5]	Wan K T, Leung C K Y 2007 Sens. Actuators A 135 458
[6]	Tan J, Chen W M, Zhu Y, Wang D 2006 Acta Photonica Sinica 35 228 (in Chinese)[谭靖, 陈伟民, 朱永, 王丁 2006 光子学报 35 228]
[7]	Hu Z X, Zhang G L, He J, Zhang L, Zhou J X 2003 Journal of Transducer Technology 22 48 (in Chinese)[胡志新, 张桂莲, 何巨, 张陵, 周进雄 2003 传感器技术 22 48]
[8]	Mahmoud S S, Katsifolis J 2009 SPIE Defense, Security, and Sensing Orlando, USA, April 14-16, 2009 p731604
[9]	Zhu H, Pan C, Sun X 2014 SPIE Sensing Technology and Applications Baltimore, USA, May 5-9, 2014 p91130F
[10]	Robert A, Houze J 2014 Cloud Dynamics (2nd Ed.) (Philadelphia: Academic Press) pp47-53
[11]	https://wenku.baidu.com/view/ca52ef4b0b4c2e3f572763cf.html[2017-08-31]
[12]	Laws J O 1941 Earth. Space Sci. 22 709
[13]	Gunn R, Kinzer G D 1949 J. Meteor. 6 243
[14]	Atlas D, Srivastava R C, Sekhon R S 1973 Rev. Geophys. 11 1
[15]	Ulbrich C W 1983 J. Climate Appl. Meteor. 22 1764
[16]	Marshall J S, Palmer W M K 1948 J. Meteor. 5 165
[17]	Hall R L, Calder I R 1993 J. Geophy. Res. 98 18465
[18]	Fu X, Li H N, Yang Y B 2015 J. Wind Eng. Ind. Aerod. 147 85
[19]	Li R, Ninokata H, Mori M 2011 Prog. Nucl. Energ. 53 881
[20]	Mitchell B R, Nassiri A, Locke M R, Klewicki J C, Korkolis Y P, Kinsey B L 2016 ASME 11th International Manufacturing Science and Engineering Conference Phoenix, USA, November 13-16, 2016 pV001T02A047
[21]	Li J, Zhang B, Guo P, Lv Q 2014 J. Appl. Phys. 116 214903
[22]	Hocker G B 1979 Appl. Opt. 18 1445
[23]	Hoffman P R, Kuzyk M G 2004 J. Lightw. Technol. 22 494

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