An improved holospectrum-based balancing method for rotor systems with anisotropic stiffness

Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science

Volumn 227, Issue 2, 2013, Pages 246-260

  Zhang, Yun ^a   Mei, Xuesong ^a,b   Shao, Mingping ^a   Xu, Muxun ^a  

^a XI'AN JIAOTONG UNIVERSITY   (China)

^b XI'AN JIAOTONG UNIVERSITY   (China)

Author keywords

Anisotropic stiffness; Holospectrum based balancing method; Initial phase vector; Rotor dynamics

Indexed keywords

ANISOTROPIC STIFFNESS; HOLOSPECTRUM-BASED BALANCING METHOD; INITIAL CONDITIONS; INITIAL PHASE VECTOR; RADIAL DIRECTION; ROTOR DYNAMIC; SCOPE OF APPLICATION; THEORETICAL EXPRESSION;

ANISOTROPY;

STIFFNESS;

EID: 84870491044     PISSN: 09544062     EISSN: 20412983     Source Type: Journal    
DOI: 10.1177/0954406212447521     Document Type: Article

References (23)

1. Darlow MS. Balancing of high-speed machinery. New York: Springer-Verlag, 1989.
2. Foiles WC, Allaire PE and Gunter EJ. Review of rotor balancing. Shock Vib 1998; 5(5-6): 325-336.
3. Bishop RED and Parkinson AG. On the use of balancing machines for flexible rotors. ASME J Eng Ind 1972; 94: 561-576.
4. Kellenberger W. Should a flexible rotor be balanced in n or (N2) planes. ASME J Eng Ind 1972; 94(2): 548-560.
5. Goodman TP. A least-square method for computing balance corrections. ASME J Eng Ind 1964; 86: 273-279.
6. Tessarzik JM, Badgley RH and Anderson WJ. Flexible rotor balancing by the exact point-speed influence coefficient method. ASME J Eng Ind 1972; 94: 148-158.
7. Moton PG. Modal balancing of flexible shafts without trial weights. Proc IMechE, Part C: J Mechanical Engineering Science 1985; 199(1): 71-77.
8. Ramlau R and Niebsch J. Imbalance estimation without test weights for wind turbines. Trans ASME J Sol Energy 2009; 131: 011010-7.
9. Inagaki T, Kanki H and Shiraki K. Response analysis of a general asymmetric rotor-bearing. Trans ASME J Mech Des 1980; 102(1): 147-157.
10. Fujisawa F and Shiohata K. Balancing method of multispan, multi-bearing rotor system. (First report: multiplane, multispeed balancing). Bull JSME 1979; 22(173): 1618-1625.
11. Green I and Casey C. Crack detection in a rotor dynamic system by vibration monitoring-part I: analysis. ASME Trans J Gas Turb Power 2005; 127(2): 425-436.
12. Parkinson AG. The vibration and balancing of shaft rotating in asymmetric bearings. J Sound Vib 1965; 2(4): 477-501.
13. Han DJ. Generalized modal balancing for non-isotropic rotor systems. Mech Syst Signal Process 2007; 21(5): 2137-2160.
14. Kang Y, Liu CP and Sheen GJ. A modified influence coefficient method for balancing unsymmetrical rotorbearing systems. J Sound Vib 1996; 194(2): 199-218.
15. Qu LS, Liu X, Peyronne G, et al. The holospectrum: a new method for rotor surveillance and diagnosis. Mech Syst Signal Process 1989; 3(3): 255-267.
16. Qu LS, Qiu H and Xu GH. Rotor balancing based on holospectrum analysis: principle and practice. China Mech Eng 1998; 9(1): 60-63.
17. Liao YH, Lang GF, Wu FG, et al. An improvement to holospectrum based field balancing method by reselection of balancing object. ASME Trans J Vib Acoust 2009; 131(3): 031005-7.
18. Liu S. New balancing methods for flexible rotors based on holospectral technique. PhD Dissertation, Xi'an Jiaotong University, Xi'an, China, 2005.
19. Kirk RG. Lund's elliptic orbit forced response analysis: The key-stone of modern rotating machinery analysis. ASME Trans J Vib Acoust 2003; 125: 455-461.
20. Liao MF. The precession analytical method for rotor vibration and its application. China Plant Eng 2003; 10: 41-52.
21. Zhou RM. Rotor dynamic balancing: theory, method and application. Beijing: Chemical Industry Press, 1992.
22. Liao Y and Zhang P. Unbalance related rotor precession behavior analysis and modification to the holobalancing method. Mech Mach Theory 2010; 45(4): 601-610.
23. Liu S. A modified low-speed balancing method for flexible rotors based on holospectrum. Mech Syst Signal Process 2007; 21(1): 348-364.