[1] 黄玉, 郝燕玲. 基于地磁异常定位的水下载体地速测量新方法[J]. 系统工程与电子技术, 2011, 33(10): 2306-2310+2337. HUANG Yu, HAO Yan-ling. Novel measurement method of AUV ground speed based on underwater geomagnetic anomaly localization[J]. System Engineering and Electronics, 2011, 33(10): 2306-2310+2337. [2] 赵岳生, 邓正隆, 林玉荣. 使用低精度光学陀螺进行地速测量的实验研究[J]. 仪器仪表学报, 2006, 27(4): 437-440. ZHAO Yue-sheng, DENG Zheng-long, LIN Yu-rong. Experimental study on the measurement of ERR using low-precision optical gyro[J]. Chinese Journal of Scientific Instrument, 2006, 27(4): 437-440. [3] 李维东, 王月基. 使用塔康按“等腰三角形法”测量偏流和地速[J]. 科技信息, 2008(13): 119. LI Wei-dong, WANG Yue-ji. Using Tacan to measure drift and ground speed according to the isosceles triangle[J]. Science & Technology information, 2008 (13): 119. [4] 于龙强, 卢麟, 王荣, 等. Sagnac效应对光纤时间传递精度的影响分析[J]. 光学学报, 2013, 33(3): 84-89. YU Long-qiang, LU Lin, WANG Rong, et al. Analysis of the Sagnac effect and its influence on the accuracy of time transfer by the optical fiber[J]. Acta Optica Sinica, 2013, 33(3): 84-89. [5] 张敏杰. 开环Sagnac干涉仪的数字信号处理[D]. 浙江大学, 2016. ZHANG Min-jie. Digital signal processing of open-loop Sagnac interferometer[D]. Zhejiang University, 2016. [6] 王巍. 干涉型光纤陀螺仪技术[M]. 北京: 中国宇航出版社, 2010. WANG Wei. Interferometric fiber optic gyroscope technology[M]. Beijing: China Aerospace Press, 2010. [7] Post E J. Sagnac effect[J]. Reviews Modern Physics, 1967, 39(2): 475-493. [8] Frigo N J. Compensation of linear sources of non-reciprocity in Sagnac interferometers[C]. Proceedings of SPIE-the International Society for Optical Engineering, 1983: 268-271. [9] Cao W H, Wai P K A. Comparison of fiber-based Sagnac interferometers for self-switching of optical pulses[J]. Optics Communications, 2005, 245(1-6): 177-186. [10] Doran N J, Wood D. Nonlinear-optical loop mirror[J]. Optics Letter, 1988, 13(1): 56-58. [11] Steele A L, Hemingway J P. Nonlinear optical loop mirror constructed from dispersion decreasing fibre[J]. Optics Communication, 1996, 123(4-6): 487-491. [12] Eliseev P G. Theory of nonlinear Sagnac effect[J]. Opto-Electronics Review, 2008, 16(2): 118-123. [13] 梁剑, 杨懿, 曹文华. 非线性Sagnac光纤干涉仪及其改进形式[J]. 光通信技术, 2007, 31(7): 58-61. LIANG Jian, YANG Yi, CAO Wen-hua. Principles and improved forms of nonlinear Sagnac fiber interferometers[J]. Optical Communications Technology, 2007, 31(7): 58-61. [14] 忻俊. 基于铷原子系统四波混频过程的非线性SU(1,1)干涉仪的研究[D]. 华东师范大学, 2017. XIN Jun. Research on nonlinearSU(1,1) interferometer using four-wave mixing process based on Rubidium atomic ensembles[D]. East China Normal University, 2017. [15] 张颖, 孙立, 黄晚晴, 等. 利用非线性Sagnac干涉法提高短脉冲信噪比[J]. 强激光与粒子束, 2012, 24(7): 1737-1740. ZHANG Ying, SUN Li, HUANG Wan-qing, et al. Nonlinear Sagnac interferometry for improving signal-to-noise ratio of short pulse[J]. High Power Laser and Particle Beams, 2012, 24(7): 1737-1740. [16] Renault A, Augé-Rochereau F, Planchon T, et al. ASE contrast improvement with a non-linear filtering Sagnac interferometer[J]. Optics Communications, 2005, 248(4-6): 535-541. [17] 张厚元. 含EDFA的非线性Sagnac干涉仪型全光开关的实验研究[D]. 哈尔滨工业大学, 2007. ZHANG Hou-yuan. Experimental research of all-optical switch based on nonlinear Sagnac interferometer contained EDFA[D]. Harbin Institute of technology, 2007. [18] 刘建国, 开桂云, 薛力芳, 等. 基于高非线性光子晶体光纤Sagnac环形镜的全光开关[J]. 物理学报, 2007, 56(2): 941-945. LIU Jian-guo, KAI Gui-yun, XUE Li-fang, et al. A all-optical switching based on highly nonlinear photonic crystal fiber Sagnac loop mirror[J]. Acta Physica Sinica, 2007, 56(2): 941-945. [19] Kaplan A E, Meystre P. Enhancement of the Sagnac effect due to nonlinearly induced non-reciprocity[J]. Optics Letter, 1981, 6(12): 590-592. [20] 王巍, 桑建芝, 刘院省. 非线性光学干涉仪的研究现状及发展趋势[J]. 导航与控制, 2020, 19(3): 1-6+13. WANG Wei, SANG Jian-zhi, LIU Yuan-xing. Research status and development trend of nonlinear optical interferometer[J]. Navigation and Control, 2020, 19(3): 1-6+13. [21] Kovalev A V, Viktorov E A, Rebrova N, et al. Theoretical study of mode-locked lasers with nonlinear loop mirrors[C]. Proceedings SPIE 10682, Semiconductor Lasers and Laser Dynamics VIII, 2018: 1068226. [22] Lukens J M, Peters N A, Pooser R C. Naturally stable Sagnac-Michelson nonlinear interferometer[J]. Optics Letters, 2016, 41(23): 5438-5441. |