Modal analyses and experiments for engine crankshafts

Journal of Sound and Vibration

Volumn 214, Issue 3, 1998, Pages 413-430

  Kang, Y ^a   Sheen, G J ^a   Tseng, M H ^a   Tu, S H ^b   Chiang, H W ^b  

^a CHUNG YUAN CHRISTIAN UNIVERSITY   (Taiwan)

^b NONE

Author keywords

[No Author keywords available]

Indexed keywords

EID: 0043099725     PISSN: 0022460X     EISSN: None     Source Type: Journal    
DOI: 10.1006/jsvi.1997.1512     Document Type: Article

References (25)

1. R. RUHL and J. F. BOOKER 1972 ASME Journal of Engineering for Industry 94, 128-132. A finite element model for distributed parameter turbo-rotor systems.
2. H. D. NELSON and J. M. MCVAUGH 1976 ASME Journal of Engineering for Industry 98, 593-600. The dynamics of rotor-bearing systems using finite elements.
3. E. S. ZORZI and H. D. NELSON 1977 ASME Journal of Engineering for Power 99, 71-76. Finite element simulation of rotor-bearing systems with internal damping.
4. D. L. THOMAS, J. M. WILSON and R. R. WILSON 1973 Journal of Sound and Vibration 31, 315-330. Timoshenko beam finite elements.
5. N. H. ÖZGÜVEN and L. Z. ÖZKAN 1984 ASME Journal of Vibration, Acoustics, Stress, and Reliability in Design 106, 72-79. Whirl speeds and unbalance response of multi-bearing rotors using finite elements.
6. H. D. NELSON 1980 ASME Journal of Mechanical Design 102, 793-803. A finite rotating shaft element using Timoshenko beam theory.
7. K. E. ROUCH and J. S. KAO 1979 Journal of Sound and Vibration 66, 119-140. A tapered beam finite element for rotor dynamics analysis.
8. L. M. GREENHILL, W. B. BICKFORD and H. D. NELSON 1985 ASME Journal of Vibration, Acoustics, Stress, and Reliability in Design 107, 421-427. A conical beam finite element for rotor dynamics analysis.
9. G. GENTA 1988 Journal of Sound and Vibration 124, 27-53. Whirling of unsymmetrical rotors: a finite element approach based on complex co-ordinates.
10. Y. KANG, Y. P. SHIH and A. C. LEE 1992 ASME Journal of Vibration and Acoustics 114, 194-208. Investigation on the steady-state responses of asymmetric rotors.
11. V. T. NAGARAJ and P. SHANTHAKUMAR 1975 Journal of Sound and Vibration 43, 575-577. Rotor blade vibrations by the Galerkin finite element method.
12. S. PUTTER and H. MANOR 1978 Journal of Sound and Vibration 56, 175-185. Natural frequencies of radial rotating beams.
13. S. V. HOA 1979 Journal of Sound and Vibration 67, 369-381. Vibration of rotating beam with tip mass.
14. Y. A. KHULIEF and L. YI 1988 Computers and Structures 29, 1075-1085. Lead-lag vibrational frequencies of a rotating beam with end mass.
15. T. YOKOYAMA 1988 International Journal of Mechanical Sciences 30, 743-755. Free vibration characteristics of rotating Timoshenko beams.
16. P. J. MAGARI, L. A. SHULTZ and V. R. MURTHY 1988 Computers and Structures 29, 763-776. Dynamics of helicopter rotor blades.
17. Y. A. KHULIEF 1989 Journal of Sound and Vibration 134, 87-97. Vibration frequencies of a rotating tapered beam with end mass.
18. A. BAZOUNE and Y. A. KHULIEF 1992 Journal of Sound and Vibration 156, 141-164. A finite beam element for vibration analysis of rotating tapered Timoshenko beams.
19. C. BAGCI and S. RAJAVENKATESWARAN 1987 Proceedings of the 5th International Modal Analysis Conference, 1708. Critical speed and modal analysis of rotating machinery using spatial finite-line element method.
20. A. A. SMAILI and M. P. KHETAWAT 1994 Mechanism and Machine Theory 29, 995-1006. Dynamic modeling of automotive engine crankshafts.
21. M. GERADIN and N. KILL 1984 Engineering Computations 1, 52-64. A new approach to finite element modeling of flexible rotors.
22. R. W. STEPHENSON, K. E. ROUCH and R. ARORA 1989 Journal of Sound and Vibration 131, 431-443. Modelling of rotors with axisymmetric solid harmonic elements.
23. R. W. STEPHENSON and K. E. ROUCH 1993 ASME Journal of Vibration and Acoustics 115, 484-489. Modeling rotating shafts using axisymmetric solid finite elements with matrix reduction.
24. 1994 ANSYS User's Manual, Elements reference.
25. J. S. RAO 1991 Rotor Dynamics. New Delhi: Wiley Eastern; second edition.