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Nomarski偏光棱镜设计 被引量:4

Design of Nomarski briefringent prisms
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摘要 阐述了 Nomarski棱镜的基本设计理论 ,以实例进行了光学系统公式的演算。并用 Matlab程序具体计算了有关参数 ,通过对结果的分析 。 The paper introduces the basic theory of designing Nomarski prisms, calculates optical system formula by instance. Using Matlab programmes, relevant parameters are calculated. By analyzing the result, briefringent prisms can be applied to the high precision micro measurement are designed.
出处 《光学仪器》 2002年第6期30-34,共5页 Optical Instruments
基金 国家自然科学基金资助项目 (10 1760 10 )
关键词 设计 Nomarski棱镜 分束角 相干平面 微分干涉相衬显微镜 Nomarski prisms splitting angle plane of apparent splitting
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参考文献4

  • 1陈峻堂.微分干涉相衬显微术[J].光学仪器,1984,6(1):1-15.
  • 2Pluta M. Nomarski's DIC microscopy: a review. Proceedings of spie-the international society for optical engineering [J]. SPIE:1994,1846:10~24.
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  • 4Montarou C C, Gaylord T K. Analysis and design of modified Wollaston prisms [J]. Applied Optics, 1999,38(31):6604~6616.

共引文献5

同被引文献20

  • 1王宁,陆雨田,孔勇.棱镜对色散补偿系统的时域ABCD矩阵分析方法[J].光子学报,2004,33(9):1040-1043. 被引量:3
  • 2Holzwarth G, et al. Improving DIC microscopy with polarization modulation[J]. Journal of Microscopy, 1997, (12) : 249-254.
  • 3Preza C, Rotational-diversity phase estimation from differential interference contrast microscopy images[J]. J Opt Soc Am A, 2000, (3) : 415-424.
  • 4Munster E B V, Vliet L J V, Aten J A. Reconstruction of optical pathlength distributions from images obtained by a wild-field differential interference contrast microscopy[J]. Journal of Microscopy, 1997, (11):149- 157.
  • 5Morgan C J. Least-squares estimation in phase-measurement interferometry[J], Apps Opt, 1988, (3) : 125- 128.
  • 6PETROV V, KRYUCHYN A, ANTONOV E, et al. Optical phenomena in micro-prism diagnostic set KK-42[C]//Proceedings-SPlE the International Society for Optical Engineering, 2011,8011.
  • 7陈峻堂.微分干涉相衬显微术[J].光学仪器,1984,6(1):1-15.
  • 8徐福候.诺马斯基棱镜的原理及其计算方法[J].光学仪器,1983,5(2):13-19.
  • 9汪相.晶体光学[M].江苏:南京大学出版社,2009:6-7.
  • 10PLUTA M. Nomarski's DIC microscopy: a review[J]. SPIE, 1994,1846:10-24.

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