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单幅彩色条纹投影的不连续物体表面三维形貌测量 被引量:10

Single Color Fringe Projection for Measuring Three-Dimensional Shapes with Discontinuities
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摘要 提出了基于单幅彩色条纹投影的不连续物体及动态三维形貌的测量方法。该方法利用计算机产生一幅正弦条纹图和两幅单一强度图分别通过红蓝绿三个通道合成为一幅彩色条纹图,由液晶投影仪投影到被测物体表面,彩色CCD采集变形条纹图并保存在计算机中。通过三色分离,同时获得正弦条纹图和反映表面反射率分布及背景信息图,通过图像除法运算及亚像素精度归一化处理实现物体三维形貌的恢复。对于表面形貌不连续的物体,利用蓝色分量的灰度图像进行二值化处理定位阴影或暗背景,从而引导正确的相位求解。实验验证了该方法对不连续物体动态测量方面的可行性。 A novel fringe projection profilometry used for discontinuous shape measurement is proposed.One color fringe pattern generated by computer encoding with a sinusoidal fringe and two uniform intensity patterns is projected by a digital video projector and the deformed fringe pattern is recorded by a color CCD camera.The captured color fringe pattern is separated into its RGB components and division operation is applied to red and blue channels to reduce the variable reflection intensity.Shape information of tested object is decoded by applying an arcsine algorithm on the subpixel-scale normalized fringe pattern.To determine the shadow and dark background,the separated blue component is binarized and used to guide the phase extraction.The experimental results demonstrate the validity of the proposed method for discontinuous and dynamical shape measuring.
出处 《光学学报》 EI CAS CSCD 北大核心 2012年第4期137-142,共6页 Acta Optica Sinica
基金 国家自然科学基金(10727201 10972055) 江苏省高校优势学科建设工程资助课题
关键词 测量 三维形貌测量 彩色条纹投影 相位分析 亚像素灰度插值 不连续信息引导图 measurement three-dimensional shape measurement color-fringe pattern projection phase analysis gray-value interpolation in sub-pixel discontinuities-guide map
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参考文献18

  • 1X.Y.Su,Q.C.Zhang.Dynamic 3-D shape measurementmethod:a review[J].Opt.&Lasers in Engng.,2010,48(2):191-204.
  • 2F.Chen,G.M.Brown,M.Song.Overview of three-dimensional shape measurement using optical methods[J].Opt.Engng.,2000,39(1):10-22.
  • 3C.Quan,X.Y.He,C.F.Wanget al..Shape measurement ofsmall objects using LCD fringe projection with phase shifting[J].Opt.Commun.,2001,189(1-3):21-29.
  • 4H.O.Saldner,J.M.Huntley.Temporal phase unwrapping:application to surface profiling of discontinuous objects[J].Appl.Opt.,1997,36(13):2770-2775.
  • 5M.Takeda,Q.Gu,M.Kinoshita et al..Frequency-multiplexFourier-transform profilomery:a single-shot three-dimensional shapemeasurement of objects with large height discontinuities and/or surfaceisolations[J].Appl.Opt.,1997,36(22):5347-5354.
  • 6J.L.Li,H.J.Su,X.Y.Su.Two-frequency grating used in phase-measuring profilometry[J].Appl.Opt.,1997,36(1):277-280.
  • 7Z.Y.Wang,D.A.Nguyen,J.C.Barnes.Some practicalconsiderations in fringe projection profilometry[J].Opt.&Lasers in Engng.,2010,48(2):218-225.
  • 8C.E.Towers,D.P.Towers,J.D.C.Jones.Optimumfrequency selection in multifrequency interferometry[J].Opt.Lett.,2003,28(11):887-889.
  • 9K.Liu,Y.C.Wang,D.L.Lauet al..Dual-frequency patternscheme for high-speed 3-D shape measurement[J].Opt.Express,2010,18(5):5229-5244.
  • 10F.Chen,X.Y.Su,L.Q.Xiang.Analysis and identification ofphase error in phase measuring profilometry[J].Opt.Express,2010,18(11):11300-11307.

二级参考文献28

  • 1毕胜,梁德群.基于人类视觉特性的纹理分割方法[J].计算机应用,2006,26(5):1015-1017. 被引量:6
  • 2曲芳,钟金钢.基于数字彩色结构光投影的唇动三维测量[J].光学技术,2006,32(5):691-694. 被引量:3
  • 3Dipanda A, Woo S. Towards a real-time 3D shape reconstruction using a structured light system[JJ. Pattern Recognition, 2005, 38 (10) : 1632-1650.
  • 4Guan Chun, Hassebrook Laurence G, Lau Daniel L, et al. Composite Pattern Structured Light Projection For Human Computer Interaction in Space[J]. Proceedings of SPIE, 2005,5798: 15- 25.
  • 5Salvi Joaquim, Pages Jordi, Batlle Joan. Pattern codification strategies in structured light systems[J]. Pattern Recognition, 2004, 37 (4): 827-849.
  • 6Huang Peisen S , Zhang Chengping, Chiang Fu-Pen. High-speed 3-D shape measurement based on digital fringe projection[J]. Optical Engineering, 2003,42( 1 ) : 163-168.
  • 7Zhang Li, Curless Brian, Seitz Steven M. Rapid Shape Acquisition Using Color Structured Light and Multi-pass Dynamic Programming [ A]. First International Symposium on 3D Data Processing Visualization and Transmission[C]. Padova, Italy: IEEE Comput Soe, 2002.
  • 8Pages Jordi, Salvi Joaquim, Collewet Christophe, et al. Optirnisecl De Bruijn patterns for one-shot shape acquisition[J]. Image and Vision Computing, 2005, 23(8): 707-720.
  • 9Takeda M, Mutoh K. Fourier transform profilometry for the automaric measurement of 3D object shapes[J]. Applied Opties, 1983, 22 (24) : 3977-3982.
  • 10Zhang Song, Yau Shingtung. High-resolution, real time 3D absolute coordinate measurement based on a phase-shifting method[J]. Opt. Express, 2006, 14(7): 2644-2649.

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二级引证文献108

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