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http://dx.doi.org/10.5139/IJASS.2016.17.1.109

Part tolerancing through multicale defect analysis  

Petitcuenot, Mathieu (LURPA, ENS Cachan, Univ Paris Sud, Universite Paris-Saclay)
Anselmetti, Bernard (LURPA, ENS Cachan, Univ Paris Sud, Universite Paris-Saclay)
Publication Information
International Journal of Aeronautical and Space Sciences / v.17, no.1, 2016 , pp. 109-119 More about this Journal
Abstract
When manufactured parts undergo large deformations during the manufacturing process, the global specifications of a part based on the concept of tolerance zone defined in the ISO 1101 standard [1] enable one to control the part's global defects. However, the extent of this tolerance zone is too large when the objective is to minimize local defects, such as hollows and bumps. Therefore, it is necessary to address local defects and global defects separately. This paper refers to the ISO 10579 standard [2] for flexible parts, which enables us to define a stressed state in order to measure the part by straightening it to simulate its position in the mechanism. The originality of this approach is that the straightening operation is performed numerically by calculating the displacement of a cloud of points. The results lead to a quantification of the global defects through various simple models and enable us to extract local defects. The outcome is an acceptable tolerance solution. The procedure is first developed for the simple example of a steel bar with a rectangular cross section, then applied to an industrial case involving a complex 3D surface of a turbine blade. The specification is described through ISO standards both in the free state and in the straightened state.
Keywords
Tolerancing; Defect analysis; Digital straightening; Complex surface;
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1 Radvar-Esfahlan, H. and Tahan, S-A., "Robust generalized numerical inspection fixture for the metrology of compliant mechanical parts", The International Journal of Advanced Manufacturing Technology, Vol. 70, 2013, pp. 1101-1112.
2 Bourdet, P., Mathieu, L., Lartigue, C. and Ballu, A., "The concept of the small displacement torsor in metrology", Advanced mathematical tools in metrology II, Series on advances in mathematics for applied sciences, Vol. 40, 1996, pp. 110-122.
3 Zhu, L., Barhak, J., Srivatsan, V. and Katz, R., "Efficient registration for precision inspection of free-form surfaces", The International Journal of Advanced Manufacturing Technology, Vol. 32, 2007, pp. 505-515.   DOI
4 Samper, S. and Formosa, F., "Form Defects Tolerancing by natural Modes Analysis", Journal of computing and information science in engineering, Vol. 7, 2007, pp. 44-51.   DOI
5 Adragna, P. A., Samper, S. and Pillet, M., "Analysis of shape deviations of measured geometries with a modal basis", Journal of Machine Engineering : Manufacturing Accuracy Increasing Problems, Optimization, Vol. 6, No. 1, 2006, pp. 95-102.
6 Formosa, F., Samper, S. and Perpoli, I., "Modal expression of form defects", Models for computer aided tolerancing in design and manufacturing, Springer series, 2007, pp. 13-22.
7 Favreliere, H., Samper, S., Adragna, P-A. and Giordano, M., "3D statistical analysis and representation of form error by a modal approach", 10th CIRP International Seminar on Computer-Aided Tolerancing, 2007.
8 Capello, E. and Semeraro, Q., "Harmonic fitting approach for plane geometry measurements", The internationnal journal of advanced manufacturing technology, Vol. 16, 2000, pp. 250-258.   DOI
9 Huang, W. and Ceglarek, D., "Mode-based decomposition of part form error by discrete-cosinetransform with implementation to assembly stamping system with compliant parts", Annals of the CIRP, Vol. 51, No. 1, 2002, pp. 21-26.   DOI
10 Summerhays, K. D., Henke, R. P., Baldwin, J. M., Cassous, R. M. and Brown, C. W., "Optimizing discrete point sample patterns and measurement date analysis on internal cylindrical surfaces with systematic form deviations", Journal of the International Society for Precision Engineering, Vol. 26, 1, 2002, pp. 105-121.   DOI
11 Henke, R. P., Summerhays, K. D., Baldwin, J. M., Cassous, R. M. and Brown, C. W., "Methods for evaluation of systematic geometric deviations in machined parts and their relationships to process variables", Precision engineering, Vol. 23, 1999, pp. 273-292.   DOI
12 Cho, N. and Tu, J., "Roundness modeling of machined parts for tolerence analysis", Journal of the International Societies for Precision Engineering and Nanotechnology, Vol. 25, 2001, pp. 35-47.
13 Damir, M. N. H., "Approximate harmonic models for roundness profiles", WEAR, Vol. 57, 1979, pp. 217-225.   DOI
14 Mounaud, M., Thiebaut, F., Bourdet, P., Falgarone, H and Chevassus, N., "Integrating the flexibility of components in the assembly of aeronautics hydraulic systems", 10th CIRP International Seminar on Computer Aided Tolerancing, Erlangen, Germany, 2007.
15 http://www.gom.com/metrology-systems/3d-scanner.html
16 Savio, E., De Chiffre, L. and Schmitt, R., "Metrology of freedom shaped parts", CIRP Manufacturing Technology, Elsevier, Vol. 56, 2007, pp. 810-835.   DOI
17 ISO 1101 standard: 2013, Geometrical product specifications (GPS) - Geometrical tolerancing - Tolerances of form, orientation, location and run-out.
18 ISO 10579 standard: 2010, Geometrical product specifications (GPS) - Dimensioning and tolerancing - Nonrigid-parts.
19 Li, Y. and Gu, P, "Free-form surface inspection techniques state of the art review", Computer-Aided Design, Vol. 36, 2004, pp. 1395-1417.   DOI
20 Radvar-Esfahlan, H. and Tahan, S-A., "Nonrigid geometric metrology using generalized numerical inspection fixtures", Precision Engineering, Vol. 36, 2011, pp. 1-9.