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激光位移传感器在物体表面形状测量中的应用 被引量:28

Laser Displacement Sensor Using in Shape Measurement
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摘要 激光位移传感器对位移的测量不仅是非接触式的测量方式,而且具有较高的精度,具有广泛的应用。本文研究了一种利用激光位移传感器测量工件上点的二维坐标,从而实现物体形状的高精度测量。通过一维电位移平台带动激光位移传感器扫描物体的表面,然后对测量的数据进行处理,进而得到物体的表面形貌。实验中采用的位移传感器分辨率为0.3μm,一维电位移平台重复定位精度高于2μm。 Laser displacement sensor displacement measurement is a non-contact measurement with more precision and a wide range of applications.In this paper,a laser displacement sensor measures the workpiece points on twodimensional and achieves the object shape high-precision measurement.Laser displacement sensor is driven to scan surfaces through the one-dimensional electric displacement platform,and then the measurement data is processed,further,the object the surface morphology is recovered according to data process.The displacement sensor resolution is 0.3 μm,one-dimensional electric displacement platform repeated positioning accuracy is high than 2 μm.
作者 朱万彬
出处 《光机电信息》 2010年第10期70-72,共3页 OME Information
基金 文化部科技创新资助项目(27-2009) 吉林省科技厅资助项目(20080339)
关键词 形状测量 激光位移传感器 super-resolution image processing maximum a posteriori
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  • 1黄劼,周肇飞.基于曲线拟合的非对称采样精度CCD图像中心检测算法[J].光电子.激光,2004,15(6):691-694. 被引量:6
  • 2王建民.二维图像测量机及图像式大尺寸弧长在线测量系统的研究(哈尔滨工业大学博士学位论文)[M].,1998.12.
  • 3王建民,博士学位论文,1998年
  • 4WEI Wei,SUN Chang-ku, ZHANG Xiao-dong, et al. Study on non-contact measurement method based on line-structured laser for vehicle wheel alignment parameters [J].光电子·激光,2004,15(12):1479-1482. (in Chinese)
  • 5Ministry of Railway of People's Republic of China. Maintenance Regulation of Railway [M]. Biejing: Chinese Railway Publishing House, 2001. (in Chinese)
  • 6WEI Zhen-zhong. Flexible on-line 3-D coordinates measurement system based on machine vision [D]. Beijing: Beijing University of Aeronautics and Astronautics, 2003.(in Chinese)
  • 7Craig M Shakarji. Least-squares fitting algorithms of the NIST algorithm testing system[J]. Journal of Research of the National Institute of Standards and Technology, 1998,103(6):633-641.
  • 8Gander W, Golub G H, Strebel R. Least-square fitting of circles and ellipses[R]. BIT, 1994,43: 558-578.
  • 9Andrew Fitsgibbon,Narizio Pilu, Robert B Fisher. Direct least square fitting of ellipse [J]. IEEE Transactions on Pattern Analysis and Machine Intelligence, 1999,21(5):476-480.

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