期刊文献+

窗口傅里叶变换轮廓术中窗口尺度选取的改进 被引量:8

Improved algorithm to choose the window scale for windowed Fourier transform profilometry
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摘要 多尺度窗口傅里叶变换法根据条纹信号的瞬时频率梯度来确定信号的局域平稳长度,再由局域平稳长度来控制窗口的尺度,即窗口的尺度和局域平稳长度成正比。使用多尺度窗口傅里叶变换法来使条纹信号的频谱局域化,可以在条纹信号的频率分辨率和空间分辨率之间达到一种较佳的调和。针对多尺度窗口傅里叶变换三维形貌测量技术中局域平稳长度提取算法的不足进行了改进,使窗口尺度的选取更具合理性,对变形光栅基频提取更精确,进一步减小了位相测量的误差。给出了理论分析、计算机模拟以及实验结果。 In the multi-scale windowed Fourier transform method,the local stationary length of a fringe signal is determined according to its instantaneous frequency gradient.The window scale is controlled by local stationary length,that is,the window scale is proportional to the local stationary length.There is a better harmonization between the frequency resolution and time resolution of a fringe signal as the spectrum is localized by multi-scale windowed Fourier transform method.The local stationary length extraction algorithm in multi-scale windowed Fourier transform three-dimensional shape measurement is improved,which make it more reasonable to the window scale selection and more accurate to the fundamental frequency spectrum extraction.The phase measurement error is reduced.The theoretical analysis,simulation and experimental results demonstrate the validity of the principle.
作者 黄宇 钟金钢
出处 《光学技术》 CAS CSCD 北大核心 2010年第3期378-385,共8页 Optical Technique
基金 国家自然科学基金(60677019)资助项目
关键词 应用光学 三维形貌测量 窗口傅里叶变换 多尺度窗口 applied optics three-dimension shape measurement windowed Fourier transform multi-scale window
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参考文献9

  • 1Kreis T M. Computer aided evaluation of fringe patterns[J]. Optics and Lasers in Engineering , 1993 , 19 :221-240.
  • 2Schwider J, Falkenstorfer O, Schreiber H, et al. New compensating four phase algorithm for phase-shift interferometry[J]. Opt Eng , 1993 ,32 (8) :1883-1885.
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二级参考文献20

  • 1陈文静,苏显渝,曹益平,向立群.傅里叶变换轮廓术中抑制零频的新方法[J].中国激光,2004,31(6):740-744. 被引量:30
  • 2翁嘉文,钟金钢.伸缩窗口傅里叶变换在三维形貌测量中的应用[J].光学学报,2004,24(6):725-729. 被引量:29
  • 3王成儒,吴娅辉.旋转不变纹理特征用于两级图像检索[J].光电工程,2005,32(3):70-72. 被引量:10
  • 4Chen F, Brown G, Song M. Overview of three-dimensional shape measurement using optional methods. Opt Eng, 2000,39(1) :10 -22.
  • 5Su Xianyu, Chen Wenjing. Fourier transform profilometry: a review. Optics and Laser Engineering, 2001,35 (5) : 263 -284.
  • 6Zhong J G, Zhao J. Three-dimensional Shape measurement system with digital light projector. Proc SPIE, 2002,4778:95 ~ 104.
  • 7Mitsuo T, Kazuhiro M. Fourier transform Profdometry for the automatic measurement of 3-D object shapes. Appl Opt,1983,22(24) :3977 ~ 3982.
  • 8Takeda M. Spatial-carrier fringe-pattern analysis and its applications to precision interferometry and profilometry: an overview. Indust Metrol, 1990,1 ( 1 ) :79 ~ 99.
  • 9Kreis T M. Computer aided evaluation of fringe patterns.Optics and Lasers in Engineering, 1993,19(4) :221 ~ 240.
  • 10Schwider J, Falkenstorfer O, Schreiber H, et ol. New compensating four-phase algorithm for phase-shift interferometry. Opt Eng, 1993,32(8) : 1883 ~ 1885.

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