References

Adams M. L. Jr, 2001, Rotating Machinery Vibration: From Analysis To Troubleshooting, Marcel Dekker, Inc., New York.
Alford, J.S.,1965, Protecting turbomachinery from self-excited rotor whirl, Trans ASME, J of Eng. Power, 86(2), 141-148.
ANSYS: Version 11 workbench and classic is capable of solving the rotordynamic equations (3-D/2-D and beam element). (http://www.ansys.com/assets/brochures/mechanical-11.pdf)
ARMD: (Rotor Bearing Technology & Software, Inc.) - Commercial 1-D beam element solver, (http://www.rbts.com).
Baker, J.G., 1933, Self-induced vibrations, Journal of Applied Mechanics, 1(1), 5-12.
Balthazar, J.M., Mook, D. T., Weber, H. I., Brasil, R.M.L.R.F.,. Fenili, A., Belato, D., and Felix, J.L.P., 2003, An overview on non-ideal vibrations. Meccanica 38, 613–621.
Bently Nevada: Asset Condition Monitoring. (http://www.ge-energy.com/prod_serv/ products/oc/en/bently_nevada.htm).
Biezeno, C. and Grammel, R, 1959, Engineering Dynamics, Vol III. of Steam Turbines, D. Van Nostrand Co., Inc., New York.
Bishop, R.E.D. and Gladwell, G.M.L., 1959, The vibration and balancing of an unbalanced flexible rotor, J. Mech. Eng. Sci., 1(1), 66-77.
Chen, W. J., and Gunter, E. J. (2005). Introduction to Dynamics of Rotor-Bearing Systems. ISBN 1-4120-5190-8. (Uses DyRoBeS).
Chiba A., Fukao T., Ichikawa O., Oshima, M., Takemoto M. and Dorrell D.G. (2005): Magnetic Bearings & Bearingless Drives. Newnes, Elsevier.
Childs, D., 1991, Turbomachinery Rotordyanmics, Wiley Interscience, New York.
Clough, R.W., 1960, The finite element method in plane stress analysis, Proc. 2nd ASCE Conf. on Electronic Computation, Pittsburgh, 345-378.
ComboRotor: (University of Virginia) - Combined finite element lateral, torsional, axial solver for multiple rotors evaluating critical speeds, stability and unbalance response extensively verified by industrial use
Crandall, S.H., 1992, Rotordynamic Software. Rotating Machinery, Transport Phenomena, editors: J.H. Kim, W.J. Yang. Hemisphere Publishing Corporation, Washington, Philadelphia, London (1992), pp. 3-21.
Crandall, S.H. and Brosens, P.J., 1961, On the stability of rotation of a rotor with unsymmetric inertia and stiffness properties, J. Appl. Mechanics, 28, 567-570.
Crandall, S.H. and Yeh, N.A., 1986, Component mode synthesis of multi-rotor system. Refined Dynamical Theories of Beams, Plates and Shells and their Applicatrions, Proc. Euromech Colloquium 219, Springer, Berlin, 44-55.
Dimentberg, F.M., 1961, Flexural Vibrations of Rotating Shafts, Butterworths, London; originally published in Russian (1959).
Darlow M.S., 1989, Balancing of High-Speed Machinery, Springer-Verlag.
Den Hartog, J.P, 1956, Mechanical Vibration, 4th edition, MeGraw-Hill, New York.
Dimarogonas A.D. and Paipetis S.A., 1983, Analytical Methods in Rotor Dynamics, Applied Science Publications, London.
Dunkerley, S., 1895, On the whirling and vibrations of shafts, Phil. Trans. of the Royal Soc., A, 185, I, 279-360.
DYNAMICS R4: (Alfa-Tranzit Co. Ltd) - Commercial software developed for design and analysis of spatial systems. http://www.alfatran.com.
DyRoBeS: (Eigen Technologies, Inc.) - Commercial 1-D beam element solver. (http://www.etiturbo.com/htm_Software.htm).
Ecker, H. and Tondl, A., 2004, Stabilization of a rigid rotor by a time-varying stiffness of the bearing mounts. Eighth International Conference on Vibrations in Rotating machinery, IMechE, 7-9 September, University of Wales, Swansea, UK,  pp 45-54 (C623/014/004). .
Edwards, S., Lees, A.W. and Friswell, M.I., 1998, Fault diagnosis of rotating machinery. Shock and Vibration Digest, 30(1), 4-13.
Ehrich, F.F., 1966, Subharmonic vibration of rotors in bearing clearance, ASME paper 66-MD-1, American Society of Mechanical Engineers, New York.
Ehrich, F.F., 1967, The influence of trapped fluids on high speed rotor vibration, Trans ASME, J. Eng. Ind., 91(4), 806-812.
Ehrich(ed.), F.F., 1992, Handbook of Rotordynamics, McGraw-Hill.
Eshleman, R.L., 1990, Detection, diagnosis and prognosis: An evaluation of current technology, in Proceedings of MFPG 44, Vibration Institute.
Federn, K., 1957, Grunlagen einer systematischen schwingungsentstörung Wellenelastischer rotoren, VDI Ber. Bd., pp 9-25.
Friswell, M.I.  and Mottershead, J.E., 1996, Finite Element Model Updating in Structural Dynamics. Kluwer Academic Publishe.
Föppl, A., 1895, Das Problem der Lavalschen Turbinenwelle, Der Civillingerenieur, 4, 335-342.
Gasch, R., Nordmann, R., and Pfützner, H., 2002, Rotordynamik. 2nd ed., Springer Verlag: Berlin.
Genta, G., 1999, Vibration of Structures and Machines, 3rd edition, Springer, NY.
Genta, G., 2005, Dynamics of Rotating Systems, Springer, NY.
Geradin, M. and Kill, N., 1984, A new approach to finite element modeling of flexible rotors, Engng. Computation, 1, 52-64.
Glasgow, D.A. and Nelson, H.D., 1980, Stability analysis of rotor-bearing systems using component mode synthesis. J. Mechanical Design, Trans. ASME, 102, 352-359.
Goodwin M.J., 1989, Dynamics of Rotor-Bearing Systems, Unwin Hyman, Sydney.
Grobov, V.A., 1953, O poperechnykh kolebaniyakh vraschchayushchegosya vala pri peremennoi skorosti vrashcheniya, Sbornik Voprosy dinamiki I dinamicheskoi prochnosti, Izdatel’stvo AN Latv. SSR, Vypusk 1. (Transverse vibrations of a shaft rotating with variable angular velocity, Symposium Problems of Dynamics and Dynamics Stability, Publishing House of the Latvian SSR, Academy of Sciences, No. 1).
Grobov, V.A., 1955, Poperechnye kolebaniya rotora s raspredelennoi po dline massoi pri peremennoi skorosti vrashcheniya, Izvestiya AN Latv. SSR, Vypusk 5. (Transverse vibrations at variable speed of a rotor carrying an axial distributed mass, Journal of the Latvian SSR Academy of Sciences, No. 5).
Gunter, E., 1966, Dynamic stability of rotor bearing systems, NASA paper No. SP-113, 29.