Abstract
Vibration in large turbine-generator rotor trains can be diagnosed by recognizing the specific correlated patterns visible in data presented in Bode, polar (Nyquist), shaft centerline, shaft orbit, and frequency spectrum plots, among others. Properly interpreting these data plots requires the recognition of true rotor behavior when affected by various faults. By the authors’ experience, the most prevalent faults seen in practice are the direct and indirect effects of distributed mass eccentricity within individual rotors or across an assembled rotor train. The presence of mass eccentricity leads to various effects of inertia during machine operation (often torque or load dependent), which create the principal graphical data signatures to look for and utilize in diagnostic assessment. The graphical signatures that result from the presence of imposed forces “fighting against” a rotor’s natural inertia are readily and independently recognizable, even when in combination with additional contributors of dynamic vibration such as that caused by resonant responses within critical speed regions, rubs, and bearing/fluid instability. This paper describes and presents typical data signatures in the various types of plots, including examples of shaft bows or other unresolved distributed mass eccentricity on individual rotors, plus examples of rotor misalignment on assembled multi-rotor machines caused from bent or off-square coupling faces and radially offset, misaligned bearings. Furthermore, understanding the most prevalent root causes underlying the diagnostics leads to the recognition of proactive shop strategies to prevent these faults and to substantially improve the probability of a successful startup following a turbine or generator rotor service outage.
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References
Racic, Z., Racic, M.: Proactive shop strategy for a successful turbine generator rotor outage. Int. J. COMADEM 19(4) (2016)
Racic, Z., Racic, M.: Development of a new balancing approach for significantly eccentric or bowed rotors. In: Pennacchi, P. (ed) Proceedings of the 9th IFToMM International Conference on Rotor Dynamics. Mechan. Machine Science, vol. 21, Milan, Italy (2014)
Racic, Z., Racic, M.: Behavior of eccentric rotors through the critical speed range. In: Pennacchi, P. (ed.) Proceedings of the 9th IFToMM International Conference on Rotor Dynamics. Mechan. Machine Science, vol. 21, Milan, Italy (2014)
Ehrich, F.F.: Pseudo-High Speed Balancing. Trans. ASME 112 (1990)
Bently, D.: Fundamentals of Rotating Machinery Diagnostics. Bently Pressurized Bearing (2002)
Kellenberger, W.: Should a flexible rotor be balanced in N or (N + 2) planes? Trans. ASME J. Eng. Ind. 94(2), 548–558 (1972)
Chen, W.J., Gunter, E.J.: Introduction to Dynamics of Rotor- Bearing Systems, Eigen Technologies, RODYN Vibration Analysis Inc. (2005)
Eshleman, R.L., Eubanks, R.A.: Effects of Axial Torque on Rotor Response: An Experimental Investigation. ASME Paper No. 70-WA/DE-14 (1970)
Schneider, H.: Balancing and Beyond. Schenk Ro-Tec Gmbh (2006)
Hidalgo, J., Racic, Z.: Diagnosis and treatment of bowed, misaligned, and eccentric rotor trains. In: Proceedings of ASME 2009 IDETC/CIE, San Diego, CA, USA (2009)
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Racic, Z., Racic, M. (2019). Interpretation of Dynamic Data Plots for Troubleshooting and Resolving Vibration in Large Rotating Machinery. In: Cavalca, K., Weber, H. (eds) Proceedings of the 10th International Conference on Rotor Dynamics – IFToMM . IFToMM 2018. Mechanisms and Machine Science, vol 61. Springer, Cham. https://doi.org/10.1007/978-3-319-99268-6_5
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DOI: https://doi.org/10.1007/978-3-319-99268-6_5
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