会议专题

Study on the calibration method for orthogonal 3D scanning probe system based on the linear calibration matrix

  Gear Measuring Center(GMC) is a kind of instrument for measuring the accuracy of the tooth surface.For the gears whose modulus is not small,the contact measuring method is commonly used.3D scanning probe is the key component.Because it can reflect the trend of 3D error of the tooth surface,and has the advantages of high-speed and high-precision,it is generally used in the measurement of complex and large gear.However,due to the anisotropy of the mechanical structure of the probe itself and the influence of the external environment factors,it will result in mutual influence among the three deformation directions of the probe,that is coupling phenomenon,therefore it must be calibrated before measurement.In the paper,on the basis of the structure of 3D scanning probe and measurement principle,the varying coefficients linear calibration matrix was innovatively proposed.Through measuring the points planned on the standard ball,based on the spherical equation,the overdetermined nonlinear equations were established.The equations were iteratively solved with the least squares method and genetic algorithm.The calibration matrix was finally experimental verified.The experimental results show that the linear calibration matrix has higher calibration precision than traditional constant coefficient calibration matrix,the calibration method has the advantages of high-efficiency and high-precision,it has a certain reference meaning for the research of the calibration of the probe.

3D scanning probe 3D error Coupling phenomenon Varying coefficients linear calibration matrix Overdetermined nonlinear equations Genetic algorithm

Peng Wan Junjie Guo Beizhan Li

School of Mechanical Engineering,Xian Jiaotong University,Xian,China

国际会议

the 2012 2nd International Conference on Frontiers of Manufacturing Science and Measuring Technology (第二届制造科学与检测技术国际会议(ICFMM 2012))

西安

英文

1401-1407

2012-06-12(万方平台首次上网日期,不代表论文的发表时间)