Acta Optica Sinica, Volume. 30, Issue 3, 813(2010)

Derivation of the Vector Self-Consistency Equations of the Positive-Negative Circularly Polarized Four-Frequency Differential Laser Gyro

Yang Jianqiang* and Liao Dan
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  • [in Chinese]
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    References(23)

    [1] [1] Yuan Jie,Huang Yun,Han Shengjie et al.. The null shift of the differential laser gyro caused by the asymmetry of the left and right gyro′s SFC[J]. Laser Journal,2002,23(3):22-24

    [2] [2] Wu Guoyong,Gu Qitai. Temperature′s effect on four frequency RLG bias[J]. Optical Technique,2002,28(3):198-200

    [3] [3] Chen Linfeng,Han Zonghu,Chen Yong et al.. Study on characteristic of ring laser gyroscope sensitive to magnetic fields[J]. Acta Photonica Sinica,2006,35(7):974-976

    [5] [5] Xu Guangming,Zhang Bin,Jiang Anguo et al.. Laser frequency stabilization for differential ring lasers[J]. J. Optoelectronics Laser,2000,11(1):49-50

    [10] [10] Yang Zaifu,Yuan Xiaodong,Zhang Bin et al.. The loss difference in out-of-plane cavity laser gyros[J]. Laser Technology,1999,23(3):138-141

    [11] [11] M. R. Dickinson,T. A. King. Polarization frequency splitting in non-planar ring laser resonators[J]. J. Modern Optics,1987,34(8):1045-1055

    [12] [12] H.R. Bilger,G.E. Stedman,P.V. Wells. Geometrical dependence of polarisation in near-planar ring lasers[J]. Opt. Commun.,1990,80(2):133-137

    [13] [13] W. W. Chow,T. J. Hutching,Virgil E. Sanders et al.. Multi-oscillator laser gyro [J]. IEEE J. Quant. Electron.,1980,16(9):918-935

    [14] [14] D. A. Andrews,T. A. King. A multi-oscillator ring laser with Zeeman bias [J]. J. Mod. Opt.,1994,41(10):2019-2032

    [15] [15] Xu Chibing. The study of mechanism of positive and negative circularly polarized Zeeman laser gyro[D]. Changsha:National University of Defense Technology,1984. 14-16

    [16] [16] Yang Jianqiang. Derivation of the Lamb coefficients in four frequency ring laser[J]. Laser Technology,2008,32(4):383-386

    [17] [17] Gao Bolong. Several optical properties of quartz(1)[J]. J. National University of Defence Technology,1982,4(1):59-71

    [18] [18] Gao Bolong. The locking phenomenon of the second kind in differential laser gyro [J]. J. National University of Defense Technology,1982,4(1):37-57

    [19] [19] W. E. Lamb,Jr. Theory of an optical maser[J]. Phys. Rev.,1964,134(6A):A1429-A1450

    [20] [20] Leonel N. Menegozzi,W. E. Lamb,JR. Theory of a ring laser[J]. Phys. Rev. A,1973,8(4):2103-2125

    [21] [21] David R. Hanson,Murray Sargent III. Theory of a Zeeman ring laser:general formalism[J]. Phys. Rev.,1974,9(1):466-480

    [22] [22] W. W. Chow,Jarel B. Hambenne,David R. Hanson et al.. Theory of a Zeeman ring laser-part II:special cases [J]. IEEE J. Quant. Electron.,1979,15(11):1301-1308

    [23] [23] Tae W. Hahn,Daniel A. Tazartes,John G. Mark. Active Magnetic Field Tuning for Dispersion Equalization of a Multi-Oscillator[P]. US Patent,5374990,1994

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    Yang Jianqiang, Liao Dan. Derivation of the Vector Self-Consistency Equations of the Positive-Negative Circularly Polarized Four-Frequency Differential Laser Gyro[J]. Acta Optica Sinica, 2010, 30(3): 813

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    Paper Information

    Category: Lasers and Laser Optics

    Received: Mar. 19, 2009

    Accepted: --

    Published Online: Mar. 11, 2010

    The Author Email: Jianqiang Yang (yjqyjq_yjq@163.com)

    DOI:10.3788/aos20103003.0813

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