References
Bickford, W.B., Greenhill, L.M., and Nelson, H.D., 1985, “A Conical Beam Finite Element for Rotor Dynamics Analysis”, Transactions of the ASME, Journal of Vibration, Stress and Reliability in Design, vol. 107, pp. 421-430.
Booker, J.F., and Ruhl, R.L., 1972, “A Finite Element Model for Distributed Parameter Turborotor Systems”, ASME, Journal of Engineering for Industry, vol. 94, p. 126.
Booker, J.F., and Ruhl, R.L., 1986, “A Finite Element Model for Distributed Parameter Turborotor Systems” , ASME, Journal of Vibration, Stress and Reliability in Design, vol. 108, pp. 177-181, paper C432/142.
Chen, L.W., and Ku, D.M., 1991, “Finite Element Analysis of Natural Whirl Speeds of Rotating Shafts”, Computers & Structures, vol. 40, pp. 741-747.
Chen, W.J., “A Note on Computational Rotor Dynamics” , Transactions of the ASME journal, Journal of Vibration and Acoustics, vol.120, pp. 228-233.
Childs, D., Turbomachinery Rotordynamics, Phenomena, Modeling, and Analysis, John Wiley & Sons, Inc., 1993.
Childs, D.W., and Graviss, K., 1982, “A Note on Critical-Speed Solutions for Finite Element Based Rotor Models.” ASME, Journal of Mechanical Design, vol. 104, pp. 412-416.
Chong-Won Lee Vibration Analysis of Rotors , Kluwer Academic Publishers, 1993.
Clough R.W. and Penzien, J., Dynamics of Structures, McGraw-Hill, Inc 1993.
Cook, D., Malkus, D.W., and Plesha, M.E., Concepts and Applications of Finite Element Analysis, John Wiley & Sons, Third Edition, 1989.
Craig Jr., R.R., Bampton, M.C.C., 1968, Coupling of substructures for dynamic analysis, AIAA Journal, 6, 1313–1319.
Craig Jr., R. R., Chang, C-J., 1977, On the use of attachment modes in substructure coupling for dynamic analysis, AIAA/ASME 18 th Structures, Structural Dynamics and Material Conference , San Diego, CA.
Crandall, H., S., Rotardynamics software, Rotating Machinery Dynamics (Proc.), 1992, pp. 3-21.
Den Hartog, J.,P., Mechanical Vibration, Dover Publications, Inc.,1985, pp. 262 – 263.
Diana, G., Massa, E., and Pizzigoni, 1975, “Finite Element Method for Computing Oil Whirl Instability of A Rotating Shaft Supported by Elastic Bearings,” I. Mech. E., pp. 659-663.
Dimarganas, A.D., 1975, “A General Method for Stability Analysis of Rotating Shafts,” Inggenieur-Archiv, vol.44, p. 126.
Dimentberg, F.M., 1961, Flexural Vibrations of Rotating Shafts, Butterworths, London.
Dutt, J.K., and Nakara, B.C., 1992, “Stability of Rotor Systems with Viscoelastic Supports,” Journal of Sound and Vibration, vol.153, No.1, pp. 89-96.
Edney, S.L., Fox, C.H.J., and Williams, E.J., 1990, “Tapered Timoshenko Finite Elements for Rotor Dynamics Analysis,” Journal of Sound & Vibration, vol.137, pp. 463-481.
Frisiwell, M., I., Penny, J., E., T., Gravery, S., D., Smart, M., G., 1998 “ Computing Critical speeds for Rotating Machines with speed dependent Bearing Properties ”, Journal of Sound & Vibration, vol.213, No. 1, pp. 139-158.
Friswell M. I., Garvey S. D. and Penny J. E. T., 1994 Fifth International Conference on Recent Advances in Structural Dynamics, UK, July 1994, 879-889.
Genta, G., 1985, “A Consistent Matrix Approach for Finite Element Method ; Dynamic Modeling of Rotors,” Current Advances in Mechanical Design & Production, 3 rd Cairo University MDP Conference, Cairo, pp 115-122.
Genta, G., 1988, “Whirling of Unsymmetrical Rotors, A Finite Element Approach Based on Complex Coordinates,” Journal of Sound & Vibration, vol. 124, pp. 27-53.
Genta, G., and Gugliotta, A., 1988, “A Conical Element for Finite Element Rotor Dynamics,” Journal of Sound & Vibration, vol. 120, pp. 175-182.
Genta, G., Vibration of Structures and Mechanics, Practical Aspects, Springer-Verlong, 1993.
Genta,G., and Tonoli, A., 1996, “A Harmonic Finite Element for The Analysis of Flexural, Torsional, and Axial Rotor Dynamic Behavior of Discs,”, Journal of Sound & Vibration, vol. 196, pp. 19-43.
Goodwin, M. J., 1989, Dynamics of Rotor Bearing Systems , Unwin Hyman Inc.
Gunter, E.J., 1966, “Dynamic Stability of Rotor Bearing System, ” NASA, SP-113.
Guyan R. J., 1965 AIAA Journal, 3 (2), 280. Reduction of stiffness and mass matrices.
Guyan, R.J., 1965, “Reduction of Stiffness and Mass Matrices, ” AIAA, Journal 3, pp. 380.
Kahraman, A., Nevzat Ozguven, H., Houser, D.R., and Zakrajsek, J.J., 1992, “Dynamic Analysis of Geared Rotors by Finite Elements,” Trans ASME, Journal of Mechanical Design, vol. 114, p. 507
Kane K. and Torby B. J. 1991 Transactions of American Society of Mechanical Engineering, Journal of Vibration and Acoustics 113(1), 79-84. The extended modal reduction method applied to rotor dynamic problems.
Kao, J.S., and Rouch, K.E., 1979, “A Tapered Beam Finite Element For Rotor Dynamics Analysis,” Journal of Sound & Vibration, vol. 66, pp. 119-140.