Machine Tool Chatter Suppression by Multi-Level Random Spindle Speed Variation

[+] Author and Article Information
Alpay Yilmaz, Emad AL-Regib, Jun Ni

Department of Mechanical Engineering, The University of Michigan, Ann Arbor, MI 48109

J. Manuf. Sci. Eng 124(2), 208-216 (Apr 29, 2002) (9 pages) doi:10.1115/1.1378794 History: Received February 01, 1999; Revised September 01, 2000; Online April 29, 2002
Copyright © 2002 by ASME
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Slavicek, J., 1965, “The Effect of Irregular Tooth Pitch on Stability in Milling,” Proc. 6th MTDR Conf., pp. 15–22.
Vanherck, P., 1967, “Increasing Milling Machine Productivity by Use of Cutter with Non-Constant Cutting-Edge Pitch,” Proc. Adv. MTDR Conf., 8 , pp. 947–960.
Stone, B. J., 1970, “The Effect on the Chatter Behavior of Machine Tools of Cutters with Different Helix Angles on Adjacent Teeth,” Proc. 11th MTDR, pp. 169–180.
Delio,  T., Tlusty,  J., and Smith,  S., 1992, “Use of Audio Signal for Chatter Detection and Control,” Trans. ASME, 114, pp. 146–157, May.
Smith,  S., and Tlusty,  J., 1992, “Stabilizing Chatter by Automatic Spindle Speed Regulation,” CIRP Ann., 41, pp. 433–436, Jan.
Stoferle,  T., and Grab,  H., 1972, “Vermeiden von Ratterschwingungen durch Periodische Drehzahlanderung,” Werkstatt und Betrieb, 105, pp. 727–730.
Inamura,  T., and Sata,  T., 1974, “Stability Analysis of Cutting under Varying Spindle Speed,” CIRP Ann., 23, pp. 119–120.
Takemura,  T., Kitamura,  T., and Hoshi,  T., 1974, “Active Suppression of Chatter by Programmed Variation of Spindle Speed,” CIRP Ann., 23, pp. 121–122.
Hoshi,  T., Sakisaka,  N., Moriyama,  I., and Sato,  M., 1977, “Study for Practical Application of Fluctuating Speed Cutting for Regenerative Chatter Control,” CIRP Ann., 25, pp. 175–179.
Sexton,  J. S., and Stone,  R. J., 1975, “The Stability of Machining with Continuously Varying Spindle Speed,” CIRP Ann., 24, pp. 321–326.
Engelhardt, R., Lin, S., DeVor, R., and Kapoor, S. G., 1989, “A Verification of the Use of Variable Spindle Speed for Vibration Reduction in Face Milling,” Proc. of the NAMRC, pp. 115–122.
Lin,  S. C., DeVor,  R. E., and Kapoor,  S. G., 1990, “The Effects of Variable Speed Cutting on Vibration Control in Face Milling,” ASME J. Eng. Ind., 112, pp. 1–11, Feb.
Altintas,  Y., and Chan,  P. K., 1992, “In Process Detection and Suppression of Chatter in Milling,” Int. J. Mach. Tools Manuf., 32, pp. 329–347.
Zhang, H., 1996, “Chatter Modeling, Analysis and Control for CNC Machining Systems,” Ph.D. dissertation, The University of Michigan.
Radulescu,  R., Kapoor,  S. G., and DeVor,  R., 1997, “An Investigation of Variable Spindle Speed Face Milling for Tool-Work Structures with Complex Dynamics: Parts I & II,” ASME J. Eng. Ind., 119, pp. 266–280.
Soliman,  E., and Ismail,  F., 1997, “Chatter Suppression by Adaptive Speed Modulation,” Int. J. Mach. Tools Manuf., 37, pp. 355–369.
Doolan,  P., Phadke,  M., and Wu,  S. M., 1975, “Computer Design of a Vibration-Free Face-Milling Cutter,” ASME J. Eng. Ind., 97, pp. 925–930.
Tsao,  T., McCarthy,  M., and Kapoor,  S. G., 1993, “A New Approach to Stability Analysis of Variable Speed Machining Systems,” Int. J. Mach. Tools Manuf., 33, No. (6), pp. 791–808.
Franklin, G. F., Powell, J. D., and Workman, M. L., 1990, Digital Control of Dynamic Systems, 2nd Edition, Addison-Wesley, pp. 101–121.
McCarthy, M., 1992, “An Investigation of the On-line Implementation of Variable Speed Machining for Vibration Suppression in Face Milling,” M.S. Thesis, University of Illinois at Urbana-Champaign.
Grigoriu,  M., 1997, “Control of Time Delay Linear Systems with Gaussian White Noise,” Probab. Eng. Mech., 12, No. (2), pp. 89–96.
Kincaid, D., and Cheney, E., 1996, Numerical Analysis: Mathematics of Scientific Computing, Brooks/Cole Pub. Co.
Ogata, K., 1995, Discrete-Time Control Systems, Prentice-Hall.


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(a) Multi-level random signal and (b) its amplitude generating probability density function
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Single degree-of-freedom machining system model
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Lyapunov exponent sensitivity with respect to size of Ak
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Experimental spindle system frequency magnitude plot
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Stability limit diagrams for constant speed, MRSSV and S3V cutting
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Chatter suppression simulations with MRSSV at (a) so=745 rpm (b) so=1150 rpm
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Comparison between experimental constant speed and MRSSV cuttings
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Comparison between experimental S3V and MRSSV cuttings
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(a) vibration signal and (b) surface finish for So=500 rpm and d=7.5 mm under constant and MRSSV
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(a) Vibration signal and (b) surface finish for so=745 rpm and d=6 mm under constant and MRSSV
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MRSSV amplitude ratio effect, α, in chatter suppression
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MRSSV hold duration, z, effect in chatter suppression




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