期刊文献+

激光外差干涉检偏器旋转误差对非线性误差的影响 被引量:18

Effect of Nonlinearity by the Rotation of the Polarizer in Laser Heterodyne Interferometric
原文传递
导出
摘要 为了减小激光外差干涉纳米测量的非线性误差,必须明确检偏器旋转误差对非线性误差的影响机理与消除方法。通过分析激光外差干涉检偏器旋转误差对非线性误差的影响,推导出检偏器旋转误差对非线性误差一次谐波和二次谐波的影响模型。仿真结果表明,当存在激光束椭圆偏振时,检偏器旋转误差对非线性误差的影响很小;当存在偏振分光镜旋转误差时,检偏器旋转误差引起的非线性误差不增加二次谐波分量,但增大了非线性误差一次谐波分量,严重影响非线性误差的大小,当偏振分光镜旋转误差为3°时,检偏器旋转误差从0°增加到5°,非线性误差从0.14 nm增大到0.97 nm。 To reduce the nonlinearity of nanometer measurement in laser heterodyne interferometric, the influence mechanics of the error of polarizer rotation angle upon nonlinearity and eliminating method must be confirmed. Based on the analysis of the influence on nonlinearity caused by the error of polarizer rotation angle, the models about how first harmonic and second-harmonic nonlinearity affected by the error of polarizer rotation angle have been proposed. The emulation result shows that the error of polarizer rotation angle almost does not influence nonlinearity when elliptic polarization of laser beams exists; when the error of rotation angle of polarizing beam splitter (PBS) exists, the second-harmonic nonlinearity caused by the error of polarizer rotation angle will not increase, but the first-harmonic nonlinearity will increase greatly, h is assumed that the error of rotation angle of PBS is 3°, nonlinearity will increase from 0. 14 nm to 0.97 nm when the error of polarizer rotation angle increases from 0°to 5°.
出处 《中国激光》 EI CAS CSCD 北大核心 2005年第9期1281-1285,共5页 Chinese Journal of Lasers
关键词 测量 激光外差干涉 非线性误差 检偏器 偏振分光镜 纳米测量 measurement laser heterodyne interferometric nonlinearity polarizer polarizing beam splitter nanometer measurement
  • 相关文献

参考文献11

  • 1Daniel Hofstetter, Hans P. Zappe. Rent Dsndliker. Optical displacement mesurement with GaAs AlGaAs-bared monolithically integrated Michelson interferome*ers [J]. J.Lightwave Technol.. 1997, 15(1):663-670.
  • 2所睿,范志军,李岩,张书练.双频激光干涉仪技术现状与发展[J].激光与红外,2004,34(4):251-253. 被引量:50
  • 3Jack A. Stone. I.owell P. Howard. A simple technique for observing periodic nonlinearities in Michelson interferometers[J]. Precision Engineering, 1998, 22(4) :220--232.
  • 4S. J. A. G. Cosijns. H. Haitjema. P. H. J. Schellekens.Modeling and verifying non linearilies in heterodyne displacement interferometry [J]. Precisiton Engineering. 2002.26:448-455.
  • 5J. M. De Freitas, M. A. Player. Importance of rotational beam alignment in the generation of second harmonic errors in laser heterodyne interferometry [J]. Meas. Sci,Technol,1993, 4:1173-1176.
  • 6Jolyon M. De Freitas. Analysis of laser source birefringence and dichroism on nonlinearity in helerodyne imerferometry[J].Meas. N i. Technol. 1997. 8:1356-1359.
  • 7戴高良,殷纯永,谢广平.纳米精度外差干涉仪非线性漂移的研究[J].光学学报,1998,18(12):1697-1702. 被引量:15
  • 8邱宗明,刘君,郭彦珍.塞曼激光外差干涉仪的非线性分析及校正[J].光子学报,1998,27(11):991-995. 被引量:6
  • 9戴高良,晃志霞,殷纯永,徐毅,许捷.纳米精度双频激光干涉仪非线性误差的确定方法[J].中国激光,1999,26(11):987-992. 被引量:23
  • 10V. G. Badami, S. R. Patterson. A frequency domain method for the measurement of nonlinearity in heterodyne inrerferometry[J].Precision Engineering, 2000, 24:11-49.

二级参考文献22

  • 1郭彦珍,邱宗明,李信.激光偏振干涉光路的非线性分析计算[J].计量学报,1995,16(4):273-279. 被引量:10
  • 2关信安 袁树忠.双频激光干涉仪[M].中国计量出版社,1987..
  • 3徐家骅.计量工程光学[M].北京:机械工业出版社,1984..
  • 4.[EB/OL].Agilent公司主页.http://we.home.agilent.com.,2003.
  • 5.[EB/OL].Renishaw公司主页.http://www.renishaw.com.,2003.
  • 6.[EB/OL].ZYGO公司主页 .http://www.zygo.com.,2003.
  • 7Li Yan,Fan Zhijun,Zhang shulian.Dual-frequency He-Ne lasers of 3MHz-40MHz frequency-difference[A].In:Yukihiro Ishii ed.proceedings of SPIE,Shanghai,2002,4916:424-430.
  • 8李信,陕西机械学院学报,1988年,4卷,2期,30页
  • 9Hou Wenmei,Precis Eng,1994年,16卷,1期,25页
  • 10Hou Wenmei,Precis Eng,1992年,14卷,2期,91页

共引文献77

同被引文献168

引证文献18

二级引证文献97

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部