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空间三轴环形谐振腔综合失谐误差的消除方法
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Method for eliminating mismatching error in monolithic triaxial ring resonators

摘    要
本文发现了一些关于空间三轴环形谐振腔(MTRR)光轴扰动的规律和其综合失谐误差的消除方法。建立了同时考虑反射镜片的轴向位移和角度失谐的5x5增广光线矩阵,在此基础上对组成空间三轴环形谐振腔(MTRR)的三个平面方形谐振腔分别进行了光轴扰动的分析,得到了空间三轴环形谐振腔(MTRR)的光轴扰动规律,针对我们前面文章(参考文献1)中提出的综合失谐误差C,提出了消除C的方法,这些新发象对谐振腔的设计、改进和准直都有很重要的作用。
标    签 空间三轴环形谐振腔   失谐误差   光轴   扰动   140.4780   140.3410   140.3370   140.3560  
 
Abstract
Several results on optical-axis perturbation and elimination of the mismatching error C of a monolithic triaxial ring resonator (MTRR) are reported. Based on the augmented 5£5 ray matrix method, by simultaneously considering axial displacement of a mirror and the misalignments in three planar square ring resonators of a MTRR, the rules of optical-axis perturbation are obtained. The mismatching error C of the MTRR is eliminated. The results obtained are important for cavity design, as well as in the improvement and alignment of MTRR.

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收稿日期 2010/4/22

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备注This work was supported by the National Natural Science Foundation of China under Grant Nos. 60608002 and 60608002.

引用该论文: Xingwu Long,Jie Yuan. Method for eliminating mismatching error in monolithic triaxial ring resonators[J]. 中国光学快报, 2010, 8(12): 1135~1138


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参考文献
【1】J. Yuan, X. W. Long, and L. M. Liang, Appl. Opt. 47, 628 (2008).
 
【2】W. W. Chow, J. Gea-Banacloche, L. M. Pedrotti, V. E. Sanders, W. Schleich, and M. O. Scully, Rev. Mod. Phys. 57, 61 (1985).
 
【3】M. Faucheux, D. Fayoux, and J. J. Roland, J. Optics (Paris) 19, 101 (1988).
 
【4】J. C. Stiles and B. H. G. Ljung, “Monolithic three axis ring laser gyroscope” US Patent 4,477,188 (Oct. 16, 1984).
 
【5】A. E. Siegman, IEEE J. Sel. Top. Quantum Electron. 6, 1389 (2000).
 
【6】Z. Wang, X. Long, F. Wang, Z. Tan, and F. Xu, Acta Opt. Sin. (in Chinese) 28, 301 (2008).
 
【7】Z. Wang, X. Long, and F. Wang, Acta Opt. Sin. (in Chinese) 29, 2892 (2009).
 
【8】Z. Wang, X. Long, F. Wang, and J. Yuan, Acta Opt. Sin. (in Chinese) 29, 3202 (2009).
 
【9】Z. Wang, X. Long, F. Wang, and Y. Huang, Chinese J. Lasers (in Chinese) 37, 713 (2010).
 
【10】I. W. Smith, Proc. SPIE 412, 203 (1983).
 
【11】A. H. Paxton and W. P. Latham, Jr., Appl. Opt. 25, 2939 (1986).
 
【12】R. Rodloff, IEEE J. Quantum Electron. 23, 438 (1987).
 
【13】S.-C. Sheng, Opt. Lett. 19, 683 (1994).
 
【14】J. Yuan, X. W. Long, B. Zhang, F. Wang, and H. C. Zhao, Appl. Opt. 46, 6314 (2007).
 
【15】J. Yuan and X. W. Long, Opt. Commun. 281, 1204 (2008).
 
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