Multi-body vibration modelling of ball bearing-rotor system considering single and compound multi-defects

Proceedings of the Institution of Mechanical Engineers, Part K: Journal of Multi-body Dynamics

Volumn 228, Issue 2, 2014, Pages 199-212

  Yuan, X ^a   Zhu, Y S ^a   Zhang, Y Yun ^a  

^a XI'AN JIAOTONG UNIVERSITY   (China)

Author keywords

Ball bearings; Compound multi defects; Lempel Ziv Complexity; Multi body vibration modelling; Vibration transmission path

Indexed keywords

DEFECTS;

BEARING-ROTOR SYSTEM; COMPOUND MULTI-DEFECTS; LEMPEL ZIV COMPLEXITY; MATHEMATICAL FORMULATION; MULTI-BODY; QUANTITATIVE CRITERIA; VIBRATION CHARACTERISTICS; VIBRATION TRANSMISSION;

BALL BEARINGS;

EID: 84904111826     PISSN: 14644193     EISSN: 20413068     Source Type: Journal    
DOI: 10.1177/1464419314522372     Document Type: Article

References (32)

1. Randall RB and Antoni J. Rolling element bearing diagnostics-A tutorial. Mech Syst Signal Process 2011; 25: 485-520.
2. Jones AB. A General theory for elastically constrained ball and radial roller bearings under arbitrary load and speed conditions. ASME J Basic Eng 1960; 81: 309-320.
3. Walters CT. The dynamics of ball bearings. J Lubricat Technol 1971; 93: 1-10.
4. Gupta PK. Dynamics of rolling element bearings. Part III: Ball bearing analysis. J Lubricat Technol 1979; 101: 312-318. (Pubitemid 10444781)
5. Gupta PK. Dynamics of rolling element bearings. Part IV: Ball bearing results. J Lubricat Technol 1979; 101: 319-326. (Pubitemid 10444782)
6. Gupta PK. Advanced dynamics of rolling elements. New York: Springer-Verlag New York Inc, 1984.
7. Meeks CR. The dynamic of ball separators ball bearings-Part 1: Analysis. ASLE Trans 1985; 28: 277-287.
8. Meeks CR. The dynamic of ball separators ball bearings-Part II: Results of optimization study. ASLE Trans 1985; 28: 288-295.
9. Sunnersjo CS. Varying compliance vibrations of rolling bearings. J Sound Vib 1978; 58: 363-373. (Pubitemid 9399300)
10. Wardle FP. Vibration forces produced by waviness of the rolling surfaces of trust loaded ball bearing. Part 1: Theory. Proc IMechE Part C: J Mechanical Engineering Science 1988; 202: 305-312.
11. Wardle FP. Vibration forces produced by waviness of the rolling surfaces of trust loaded ball bearing. Part 2: Experimental validation. Proc IMechE Part C: J Mechanical Engineering Science 1988; 202: 313-319.
12. Lynagh N, Rahnejat H, Erahimi M, et al. Bearing induced vibration in precision high speed routing spindle. Int J Mach Tools Manuf 2000; 40: 561-577. (Pubitemid 30534402)
13. Vafaei S and Rahnejat H. Indicated repeatable runout with wavelet decomposition (IRR-WD) for effective determination of bearing-induced vibration. J Sound Vib 2003; 260: 67-82.
14. McFadden PD and Smith JD. The vibration produced by single point defects in a rolling element bearing. J Sound Vib 1984; 96: 69-82. (Pubitemid 15421328)
15. McFadden PD and Smith JD. The vibration produced by multiple point defects in a rolling element bearing. J Sound Vib 1985; 98: 263-273.
16. Rahnejat H and Gohar R. Vibration of radial ball bearings. Proc IMechE Part C: J Mechanical Engineering Science 1985; 199: 181-193.
17. Rahnejat H. Computational modelling of problems in contact dynamics. Eng Anal 1985; 2: 192-197. (Pubitemid 16462227)
18. Rafsanjani A, Abbasion S, Farshidianfar A, et al. Nonlinear dynamic modeling of surface defects in rolling element bearing systems. J Sound Vib 2009; 319: 1150-1174.
19. Liew A, Feng N and Hahn E. Transient rotor dynamic modeling of rolling element bearing systems. Trans ASME J Eng Gas Turbines Power 2002; 124: 984-991. (Pubitemid 36209782)
20. Sawalhi N and Randall RB. Simulating gear and bearing interactions in the presence of faults: Part I. The combined gear bearing dynamic model and the simulation of localized bearing faults. Mech Syst Signal Process 2008; 22: 1924-1951.
21. Sopanen J and Mikkola A. Dynamic model of a deepgroove ball bearing including localized and distributed defects. Part 1: Theory. Proc IMechE Part K: J Multibody Dynamics 2003; 217: 201-211.
22. Sopanen J and Mikkola A. Dynamic model of a deep-groove ball bearing including localized and distributed defects. Part 2: implementation and results. Proc IMechE Part K: J Multi-body Dynamics 2003; 217: 213-223.
23. Arslan H and Aktürk N. An investigation of rolling element vibrations caused by local defects. ASME J Tribol 2008; 130: 1-12.
24. Mohsen N and Michael D. Dynamic modeling of rolling element bearings with surface contact defects using bond graphs. ASME J Tribol 2011; 133: 1-12.
25. Hertz H. Uber den kontakt elastischer korper. J Reine Agnew Math 1881; 92: 156-171.
26. Harris TA. Rolling bearing analysis. 4th ed. New York: John Wiley and Sons, 2001.
27. Matsubara M, Rahnejat H and Gohar R. Computational modelling of precision spindles supported by ball bearings. Int J Mach Tools Manuf 1988; 28: 429-442.
28. Aini R, Rahnejat H and Gohar R. A five degrees of freedom analysis of vibrations in precision spindles. Int J Mach Tools Manuf 1990; 30: 1-18. (Pubitemid 20735617)
29. The Case Western Reserve University Bearing Data Center Website. Bearing data center seeded fault test data [EB/OL], http://www.eecs/cwru/edu/laboratory/ bearing.
30. Yan R and Gao RX. Complexity as a measure for machine health evaluation. IEEE Trans Instrum Meas 2004; 53: 1327-1334.
31. Kaspar F and Schuster HG. Easily calculable measure for the complexity of spatiotemporal patterns. Phys Rev A 1987; 36: 842-848.
32. Lempel A and Ziv J. Onthe complexity of finite sequences. IEEE Trans Inform Theory IT 1976; 22: 75-81.