Dynamic model of high speed machining spindle associated to a selfvibratory drilling head influence of drill torsional-axial coupling
Keywords:
self-vibratory drilling, machine tool dynamics, stability prediction, chatter analysis, machining predictionAbstract
The drilling of deep holes with small diameters remains an unsatisfactory technology, since its productivity is rather limited. The main limit to an increase in productivity is directly related to the poor chip evacuation, which induces frequent tool breakage and poor surface quality. Retreat cycles and lubrication are common industrial solutions, but they induce productivity and environmental drawbacks. An alternative response to the chip evacuation problem is the use of a vibratory drilling head, which enables the chips to be fragmented thanks to the axial self-excited vibration. Contrary to conventional machining processes, axial drilling instability is sought, thanks to an adjustment of head design parameters and appropriate conditions of use. In this paper, self-vibratory cutting conditions are established through a specific stability lobes diagram. A dynamic high-speed spindle/drilling head/tool system model is elaborated on the basis of rotor dynamics predictions. The model-based tool tip Frequency Response Function (FRF) is integrated into an analytical stability approach. The torsional-axial coupling of the twist drill is investigated and consequences on drilling instability are established.
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References
Bayly, P. V., & Metzler, S. A. (2001). Theory of torsional chatter in twist drills: Model, stability
analysis and composition to test. Journal of Manufacturing Science and Engineering, 123,
–561.
Forestier, F., Gagnol, V., Ray, P., & Paris, H. (2011). Model-based operating recommendations for
high-speed spindles equipped with a self-vibratory drilling head. Journal of Mechanism and
Machine Theory, 46, 1610–1622.
Gagnol, V., Bouzgarrou, C. B., Ray, P., & Barra, C. (2007a). Model-based chatter stability prediction
for high-speed spindles. International Journal of Machine Tools and Manufacture, 47,
–1186.
S.G. Mousavi et al.
Gagnol, V., Bouzgarrou, B. C., Ray, P., & Barra, C. (2007b). Rotor dynamics based chatter
prediction in milling and spindle design optimization. ASME Journal of Manufacturing
Science and Engineering, 129, 407–415.
Guibert, N., Paris, H., & Rech, J. (2008). A numerical simulator to predict the dynamical
behavior of the self vibratory drilling head. International Journal of Machine Tools and
Manufacture, 48, 644–655.
Lim T. C., & Singh R. (1990). Vibration transmission throught rolling element bearings, Part I to
Part III. Journal of Sound and Vibrations, 139, 179–199, 201–225.
Rantalalo, M., Aidanpaa, J. O., Goransson, B., & Norman, V. (2007). Milling machine spindle
analysis using FEM and non-contact spindle excitation and response measurement.
International Journal of Machine Tools and Manufacture, 47, 1034–1045.
Roukema, J. C., & Altintas, Y. (2006). Generalized modeling of drilling vibration, Part I: Time
domain model of drilling kinematics, dynamics and hole formation. International Journal of
Machine Tools & Manufacture, 46, 2073–2085.
Stephenson, D. A., & Agapiou, J. S. (1992). Calculation of main cutting edge forces and torque
for drills with arbitrary point geometries. International Journal of Machine Tools and
Manufacture, 32, 521–538.
Tlusty, J. (1985). Machine dynamics, handboo