A new method to quantify radial error of a motorized end-milling cutter/spindle system at very high speed rotations

International Journal of Machine Tools and Manufacture

Volumn 46, Issue 7-8, 2006, Pages 877-889

  Nakkiew, Wasawat ^a   Lin, Chi Wei ^b   Tu, Jay F ^c  

^a SCHOOL OF INDUSTRIAL ENGINEERING   (United States)

^b MINGHSIN UNIVERSITY OF SCIENCE AND TECHNOLOGY   (Taiwan)

^c North Carolina State University   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

CUTTING; CUTTING TOOLS; MILLING (MACHINING); ROTATION;

CENTRIFUGAL FORCES; POLAR CHARTS; SPINDLE SYSTEM;

ERROR ANALYSIS;

EID: 33645068641     PISSN: 08906955     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.ijmachtools.2005.04.021     Document Type: Article

References (31)

1. Lin, C.W., Tu, J.F., and Kamman J., 2002, Experimental Studies of High Speed Thermo-Mechanical-Dynamic Behaviors of Motorized Machine Tool Spindles, Metal Cutting and High Speed Machining, Plenum Publisher, pp.455-464.
2. C.W. Lin, J.F. Tu, and J. Kamman An integrated thermo-mechanical-dynamic model to characterize motorized machine tool spindles during very high speed rotation International Journal of Machine Tools and Manufacture 43 2003 1035 1050
3. J.L. Stein, and J.F. Tu A State-Space Model for Monitoring Thermally Induced Preload in Anti-Friction Spindle Bearings of High-Speed Machine Tools Transactions American Society of Mechanical Engineers Journal of Dynamic Systems, Measurements, and Control 116 3 1994 372 386
4. J.F. Tu Strain field analysis and sensor design for monitoring machine tool spindle bearing force International Journal of Machine Tools and Manufacture 36 2 1996 203 216
5. Katter, J.G. and Tu, J.F., Bearing condition monitoring for preventive maintenance in a production environment, Tribology Transactions, 39(4):936-942.
6. D.J. Whitehouse Some theoretical aspects of error separation technique in surface metrology Journal of Physics, E:Sciences Instrumentation 9 1976 531 536
7. W. Gao, S. Kiyono, and T. Nomura New multiprobe method of roundness measurements Precision Engineer 19 1996 37 45
8. R. Donaldson A simple method for separating spindle error from test ball roundness error Annals of CIRP 1972 21
9. R. Spragg, and D. Whitehouse Procedures of the Institute of Mechanical Engineers 182 1968 397 405
10. L. Cao The measuring accuracy of the multi-step method in the error separation technique Journal of Physics, E:Sciences Instrumentation 22 1988 903 906
11. D.G. Chetwynd, and G.J. Siddal Improving the accuracy of roundness measurement Journal of Physics, E:Sciences Instrumentation 9 1976 537 544
12. Y.M. Danil'chenko, A.M. Figatner, V.B. Bal'mont, and S.E. Bondar Reducing rotation errors of high-speed spindle unit in antifriction bearings Stanki I Instrument 7 1987 16 18
13. T. Nakamura, K. Funabashi, and K. Kosaka Measurement of form errors by phase difference method Journal of Japan Society of Mechanical Engineering 53 1987 716 720
14. J.F. Tu, M. Corless, M.J. Gehrich, and A.J. Shih Experimental study of a precision, hydrodynamic wheel spindle for submicron cylindrical grinding Precision Engineering 22 1998 43 57
15. S. Ozono The roundness in process measurement by three-point method Journal of Japan Society of Precision Engineering 1976 503 504
16. K. Mitsui Development of a New Measuring Method for Spindle Rotation Accuracy by Three Points Method Proceedings of the 23rd International, MTDR Conference 1982 pp. 115-121
17. G.X. Zhang, and R.K. Wang Four-point method of roundness and spindle error measurement Annals of CIRP 42 1992 593 596
18. J.F. Tu, B. Bossmann, and S.C-C. Huang Modeling and error analysis for assessing spindle radial error motions Precision Engineering 12 1997 90 101
19. J. Tlusty System and methods of testing machine tools Microtechnic 13 1959 162
20. J.B. Bryan, R.W. Clouser, and E. Holland Spindle accuracy American Machinist 612 1967 149 164
21. E.J. Goddard, A. Cowley, and M. Burdekin A Measuring System for the Evaluation of Spindle Rotation Accuracy Proceeding of the 13th MTDR Conference 1972 pp. 125-131
22. P. Vanherck, and J. Peters Digital axis of rotation measurements CIRP Annals 22/1 1973
23. Kakino, Y., Yamamoto, Y., and Ishii, N., 1977, New Measuring Method of Rotation Accuracy of Spindle, 26, pp. 241-244.
24. T.S.R. Murthy, C. Mallanna, and M.E. Visveswaran New methods of evaluating axis of rotation error Annals of CIRP 27 1978 365 369
25. H. Shinno, K. Mitsui, and Y. Tatsue A new method for evaluating error motion of ultra precision spindle Annals of CIRP 36 1 1987 381 384
26. A.M. Figatner, A.M. Levin, and E.A. Fiskin Assessing spindle rotation errors of precision machine tools Stanki I Instrument 61 1990 19 21
27. D.L. Martin, A.N. Tabenkin, and F.G. Parsons Precision spindle and bearing error analysis International Journal of Machine Tools Manufacturing 35 1992 187 193
28. ASME Axes of Rotation ANSI/ASME B89.3.4 1985 American Society of Mechanical Engineers New York
29. A.C. Swann, J.C. Harrison, and F.E. Talke Non-repeatable runout measurement and simulation of fluid lubricated spindles IEEE Transactions on Magnetics 32 3/2 1996 1727 1732
30. Vallance, R.R., Marsh, E.R., Smith, P.T. Effects of Spherical Targets on Capacitive Displacement Measurements, ASME Journal of Manufacturing Science, (2004), (in press).
31. E.O. Doebelin Measurement systems Application and Design 1983