A journal under constant external loading will, when released from a position different from its equilibrium position, execute a damped vibration motion, since the journal mass, together with the non-linear damping and elastic fluid forces, will constitute a vibrating system. The journal centre locus is calculated for various journal masses and starting positions.
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References
1.
SternlichtB.RiegerN. F.‘Rotor stability’, Paper 7, Lubric. and Wear, Fundamentals and Application to Design, Proc. Instn mech. Engrs1967–68182 (Pt 3A), 82.
2.
SomeyaT.‘Stability of a balanced shaft running in cylindrical journal bearings’, Paper 21, Lubric. and Wear Second Conv., Proc. Instn mech. Engrs1963–64178 (Pt 3N), 196.
3.
HugginsN. J.‘Non-linear modes of vibration of a rigid rotor in short journal bearings’, Paper 18, Lubric. and Wear Second Conv., Proc. Instn mech. Engrs1963–64178 (Pt 3N), 238.
4.
HolmesR.‘The vibration of a rigid shaft on short sleeve bearings’, J. mech. Engng Sci.19602, 337.
5.
JakobsenK.ChristensenH.Discussion of 'A computer programme for the design of reciprocating engine bearings’, by T. Lloyd and H. McCallion, Paper 20, Symp. Computers in Internal Combustion Engine Design1968 (Proceedings to be published by Instn Mech. Engrs, London).