Forced torsional and extensional motions and static strength of rotating, tapered, filament-wound composite shafts subject to deflection-dependent cutting forces typical of end-milling and boring operations are studied. The general Galerkin method is used to satisfy spatial dependence in the equations of motion and direct numerical integration is used to determine the system’s response. The maximum stress criterion is used to investigate static failure.
Issue Section:
Technical Papers
Topics:
Composite materials,
Stress,
Cutting,
Milling,
Failure,
Equations of motion,
Galerkin method
1.
Kim
, W.
, Argento
, A.
, and Scott
, R. A.
, 1999
, “Free Vibration of a Rotating Tapered Composite Timoshenko Shaft
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, 226
, pp. 125
–147
.2.
Kim, W., Argento, A., and Scott, R. A., 1999, “Forced Vibration and Dynamic Stability of a Rotating Tapered Composite Timoshenko Shaft,” ASME Design Engineering Technical Conferences DETC99/VIB-8145, September 12–15, Las Vegas, Nevada.
3.
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, “Some Optimization Problems in Torsional Vibration
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.4.
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5.
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.6.
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, and Viano
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, 1982
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,” J. Sound Vib.
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.7.
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, S. C.
, 1996
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,” J. Elast.
, 42
, pp. 31
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.8.
Tutuncu
, N.
, 1995
, “Radial Stresses in Composite Thick-Walled Shafts
,” ASME J. Appl. Mech.
, 62
, pp. 547
–549
.9.
Zheng
, L.
, Chiou
, Y. S.
, and Liang
, S. Y.
, 1996
, “Three Dimensional Cutting Force Analysis in End Milling
,” Int. J. Mech. Sci.
, 38
, pp. 259
–269
.10.
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, S.
, and Tlusty
, J.
, 1991
, “An Overview of Modeling and Simulation of the Milling Process
,” J. Eng. Ind.
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.11.
Kim, W., 1999, “Vibration of a Rotating Tapered Composite Shaft and Applications to High Speed Cutting,” Ph.D. dissertation, University of Michigan, Ann Arbor, MI.
12.
Subramani
, G.
, Kapoor
, S. G.
, and DeVor
, R. E.
, 1993
, “A Model for the Prediction of Bore Cylindricity During Machining
,” J. Eng. Ind.
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, pp. 15
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.13.
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14.
Lapp, C. K., 1998, “Design Allowables Substantiation,” in Handbook of Composites, S. T. Peters, ed., Chapman & Hall, New York, second ed., Chap. 33.
Copyright © 2001
by ASME
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