Abstract
This article describes a novel approach to verification of articulated arm coordinate measuring machines (AA CMMs) based on ISO 10360-2 standard. The approach utilizes the LaserTracer (LT) system as standard of length and automation of calibration procedure using an industrial robot. In this method, the robot is programmed to repeatedly move the AA CMM. The retroreflector is integrated with the stylus of AA CMM. Location of the retroreflector is constantly tracked by LaserTracer and, in select positions, the measurements of distance are performed by both the AA CMM and LT system. The verification of AA CMM accuracy is carried out through the comparison of the two measurement values. The developed procedure is recommended mainly for checking AA CMMs with large measuring volume, where the application of common artefacts is usually insufficient, or time-consuming, due to the fact that measurements have to be performed for several subspaces in the AA CMM measuring volume.
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References
H. Kunzmann, T. Pfeifer, R. Schmitt, H. Schwenke, and A. Weckenmann, Productive metrology-adding value to manufacture, CIRP Ann. Manuf. Technol., 54(2) (2005) 691–704.
K. Takamasu, Present problems in coordinate metrology for nano and micro scale measurements, MAPAN-J. Metrol. Soc. India, 26(1) (2011) 3–14.
J. Yang, G. Li, B. Wu et al., Efficient methods for evaluating task-specific uncertainty in laser-tracking measurement, MAPAN-J. Metrol. Soc. India, 30(2) (2015) 105–117.
A. Brau, M. Valenzuela, J. Santolaria, and J.J. Aguilar, Evaluation of different probing systems used in articulated arm coordinate measuring machines, Metrol. Meas. Syst., 21(2) (2014) 233–246.
J. Sładek, Accuracy of coordinate measurements. Publishing House of Cracow University of Technology, Cracow, (2011), pp. 1–495.
X.H. Li, B. Chen, and Z.R. Qiu, The calibration and error compensation techniques for an articulated arm CMM with two parallel rotational axes, Measurement, 46(1) (2013) 603–609.
J. Santolaria, J.J. Aguilar, J.-A. Yague, and J. Pastor, Kinematic parameter estimation technique for calibration and repeatability improvement of articulated arm coordinate measuring machines, Precis. Eng., 32(4) (2008) 251–268.
J. Sładek, K. Ostrowska, and A. Gąska, Modelling and identification of errors of coordinate measuring arms with use of metrological model, Measurement, 46 (2013) 667–679.
F. Romdhani, F. Hennebelle, M. Ge, P. Juillion, R. Coquet, and J.F. Fontaine, Methodology for the assessment of measuring uncertainties of articulated arm coordinate measuring machines, Meas. Sci. Technol., 25(12) (2014) 125008.
A. Piratelli-Filho, F.H.T. Fernandes, and R.V. Arencibia, Application of virtual spheres plate for AACMMs evaluation, Precis. Eng., 36(2) (2012) 349–355.
R. Acero, A. Brau, J. Santolaria, and M. Pueo, Verification of an articulated arm coordinate measuring machine using a laser tracker as reference equipment and an indexed metrology platform, Measurement, 69 (2015) 52–63.
A. Piratelli-Filho, and G.R. Lesnau, Virtual spheres gauge for coordinate measuring arms performance test, Measurement, 43(2) (2010) 236–244.
D. Gonzalez-Madruga, E. Cuesta, H. Patino, J. Barreiro, and S. Martinez-Pellitero, Evaluation of AACMM using the virtual circles method, Proc. Eng., 63 (2013) 243–251.
E. Cuesta, D. Gonzalez-Madruga, B.J. Alvarez, and J. Barreiro, A new concept of feature-based gauge for coordinate measuring arm evaluation, Meas. Sci. Technol., 25(6) (2014) 065004.
ISO/DIS 10360-12:2014 Geometrical product specifications (GPS)—acceptance and reverification tests for coordinate measuring systems (CMS)—part 12: articulated arm coordinate measurement machines (CMM).
ASME B89.4.22:2004 Methods for performance evaluation of articulated arm coordinate measuring machines (CMM).
VDI/VDE 2617-9 Accuracy of coordinate measuring machines. Characteristics and their reverification. Acceptance and reverification tests for articulated arm coordinate measuring machines.
ISO 10360-2:2009 Geometrical product specifications (GPS)—acceptance and reverification tests for coordinate measuring machines (CMM)—part 2: CMMs used for measuring linear dimensions.
K. Ostrowska, A. Gąska, R. Kupiec, and J. Sładek, Accuracy assessment of coordinate measuring arms using LaserTracer system, 11th IMEKO TC14 international symposium on measurement and quality control, ISMQC 2013, Cracow and Kielce, Poland (2013), pp. 98–101.
A. Gąska, M. Krawczyk, R. Kupiec, K. Ostrowska, P. Gąska, and J. Sładek, Modeling of the residual kinematic errors of coordinate measuring machines using LaserTracer system, Int. J. Adv. Manuf. Technol., 73 (2014) 497–507.
O. Guarneros, J. De Vicente, M. Maya, J.L. Ocana, C. Molpeceres, J.J. Garcia-Ballesteros, S.R. Rodriguez, and H.M. Duran, Uncertainty estimation for performance evaluation of a confocal microscope as metrology equipment, MAPAN-J. Metrol. Soc. India, 29(1) (2014) 29–42.
G. Moona, R. Sharma, U. Kiran, and K.P. Chaudhary, Evaluation of measurement uncertainty for absolute flatness measurement by using Fizeau Interferometer with phase-shifting capability, MAPAN-J. Metrol. Soc. India, 29(4) (2014) 261–267.
K. Iimura, E. Kataoka, M. Ozaki, and R. Furutani, The uncertainty of parallel model coordinate measuring machine, MAPAN-J. Metrol. Soc. India, 26(1) (2011) 47–53.
ISO/TS 23165:2006 Geometrical product specifications (GPS)—guidelines for the evaluation of coordinate measuring machine (CMM) test uncertainty.
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Reported research was realized within confines of project financed by Polish National Centre for Research and Development No. 0869/R/T022010/10.
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Ostrowska, K., Gąska, A., Kupiec, R. et al. Verification of Articulated Arm Coordinate Measuring Machines Accuracy Using LaserTracer System as Standard of Length. MAPAN 31, 241–256 (2016). https://doi.org/10.1007/s12647-016-0176-2
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DOI: https://doi.org/10.1007/s12647-016-0176-2