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Chatter in cutting processes

Treść / Zawartość
Identyfikatory
Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
Vibrations during a cuttting process are analysed by means of a frictional and a regenerative model. For this purpose a new model which contains a nonlinear friction force, defined by Rayleigh's self-excitation, is developed. Then a one degree of freedom model is examined using analytical and numerical methods. The regenerative model of cutting is separately examined in order to emphasize differences between frictional and regenerative models. Next, a mutual interaction of frictional and regenerative effects is discussed and their influence on process stability is shown. Finally, a two degree of freedom frictional model with an extra centrifugal force is investigated. Various kinds of behaviour, from regular to chaotic are shown.
Słowa kluczowe
Rocznik
Strony
41--49
Opis fizyczny
Bibliogr. 26 poz., rys.
Twórcy
autor
  • Lublin University of Technology, Mechanical Faculty, Department of Applied Mechanics Nadbystrzycka 36, 20-618 Lublin, Poland
  • Lublin University of Technology, Mechanical Faculty, Department of Applied Mechanics Nadbystrzycka 36, 20-618 Lublin, Poland
Bibliografia
  • 1. ALTINTAS Y., WECK M. Chatter Stability of Metal Cutting and Grinding. Annals of the CRIP (2004);53(2)
  • 2. DESHPANDE N., FOFANA M. S., Nonlinear regenerative chatter in turning. Robotics and Computer Integrated Manufacturing (2001) 17, 107-112.
  • 3. FOFANA M. S., Delay dynamical system and applications to nonlinear machine tool chatter. Chaos Solitons and Fractals (2003,) 17, 731-747.
  • 4. GRABEC I., Chaos Generated by the Cutting Process. Physics Letters A (1986); A117, 384-386.
  • 5. GRABEC I., Chaotic Dynamics of the Cutting Process. International Journal of Machine Tools & Manufacture (1998); 28(1), 19-32.
  • 6. GRADISEK J., GRABEC I., SIEGERT S., FRIEDRICH R., Stochastic Dynamics of Metal Cutting: Bifurcation Phenomena in Turning. Mechanical Systems and Signal Processing (2002); 16(5), 831 -840.
  • 7. LIPSKI J., LITAK G., RUSINEK R., SZABELSKI K., TETER A., WARMIŃSKI J. et al., Surface quality of a work material 's influence on the vibrations of the cutting process. Journal of Sound and Vibration (2002); 252(4), 739-737.
  • 8. LITAK G., Chaotic vibrations in a Regenerative Cutting Process. Chaos Solitons and Fractals (2002)( 13), 1531 - 1535.
  • 9. LITAK G., RUSINEK R., TETER A., Nonlinear Analysis of Experimental Time Series of a Straight Turning Process. Mechanica (2004); 39, 105-112.
  • 10. MARGHITU DAN B., CIOCIRLAN BOGDAN O., CRACIUNOIU NICOLAE., Nonlinear Dynamics in Orthogonal Turning Process. Chaos Solitons and Fractals (2001); 12, 2343-2352.
  • 11. MERCHANT M., Basic Mechanics in the Metal Cutting Process. Trans. ASME Journal of Applied Mechanics (1944)(11), 168-175.
  • 12. MERCHANT M., Mechanics of Metal Cutting process. Part I. Orthogonal Cutting and a Type-2 Chip. Journal of Applied Physics (1945)(16), 267-275.
  • 13. MERCHANT M., Mechanics of Metal Cutting process. Part II. Plasticity Conditions in Orthogonal Cutting. Trans. ASME Journal of Applied Mechanics (1945)(AI 1), 318-324.
  • 14. MOON F. C., Dyanmics and Chaos in Manufacturing Processes. 1998.
  • 15. MOON F.C., KALMAR-NAG Y T., Nonlinear Models for Complex Dynamics in Cutting Materials. Phil. Trans. The Royal Society A Mathematical Physical And Engineering Science (2001); 1781(359), 695-711.
  • 16. RUSINEK R., SZABELSKI K., WARMIŃSKI J., Influence of the workpiece profile on the self-excited vibrations in a metal turning process. W: Radons G., Neugebauer R., (ed.) Nonlinear Dynamics of Production Systems. Weinheim, Wiley-VCH, 2004, 153-167.
  • 17. SRI NAMACHCHIVAYA N., BEDDINI R., Spindle Speed Variation for the Suppression of Regenerative Chatter. Journal of Nonlinear Science (2003); 13, 265-288.
  • 18. STEP AN G., Modelling Nonlinear Regenerative Effect in Metali Cutting. Phil. Trans. The Royal Society A Mathematical Physical And Engineering Science (2001); 1781(359), 739-757.
  • 19. STEPAN G., KALMAR-NAGY T., Nonlinear Regenerative Machine Tool Vibrations. Proceedings of DETC 97, 16 ASME Biennial Conference on Mechanical Vibrations and Noise, Sacramento, California, 14.IX.1997- 17.IX.1997. 1997, 1-11
  • 20. STEPAN G., SZALAI R., INSPERGER T., Nonlinear Dynamics of High-speed Milling Subjected to Regenerative Effect. W: Radons G., Neugebauer R., (ed.) Nonlinear Dynamics of Production Systems. Weinheim, Wiley-VCH, 2004, 111-127.
  • 21. TAYLOR F., On the Art of Cutting Metal. Trans. ASME (1907)(28), 31-248.
  • 22. WARMIŃSKI J., LITAK G., LIPSKI J., WIERCIGROCH M., CARTMELL M. P., Chaotic Vibrations in Regenerative Cutting Process. W: Lavendelis E., Zakrzhevsky M. (ed.) lUTAM / IFToMM Symposium on Synthesis of Nonlinear Dynamical Systemi-, Vol. 73, Riga, Kluwer Academic Publishers, 2000.
  • 23. WIERCIGROCH M., Chaotic Vibration of a Simple Model of the Machine Tool - Cutting Process System. Journal of Vibration and Acoustics (1997); 119,468-475.
  • 24. WIERCIGROCH M., BUDAK E., Sources of Nonlinearities, Chatter Generation and Suppression in Metal Cutting. Phil. Trans. The Royal Society (2001 )(359), 663-693.
  • 25. WIERCIGROCH M., CHENG A. H.-D., Chaotic and Stochastic Dynamics of Orthogonal Metal Cutting. Chaos Solitons and Fractals (1997); 8(4), 715-726.
  • 26. WIERCIGROCH M., KRIVTSOV A. M., Frictional Chatter in Orthogonal Metal Cutting . Phil. Trans. The Royal Society (2001); 359, 713-738.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-be3b2a6c-19d0-49ec-bd0d-dfaa5f8eb86e
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