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Tribology Transactions Volume 43, 2000 - Issue 3
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Original Articles

Non-Linear Transient Stability Analysis of a Rigid Rotor Supported on Hydrodynamic Journal Bearings with Rough Surfaces

Ram Turaga Indian Institute of Technology, Department of Mechanical Engineering, Kharagpur, 721 302, India
,
A. S. Sekhar Indian Institute of Technology, Department of Mechanical Engineering, Kharagpur, 721 302, India
&
B. C. Majumdar Indian Institute of Technology, Department of Mechanical Engineering, Kharagpur, 721 302, India
Pages 447-452 | Published online: 25 Mar 2008

REFERENCES

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  • Christensen , H. and Tonder , K. , “ The Hydrodynamic Lubrication of Rough Journal Bearings ,” ASME Jour, of Lubr. Tech. , 95 , pp 166 – 171 ( 1973 ).
  • Michail , S. K. and Barber , G. C. , “ The Effects of Roughness on Piston Ring Lubrication—Part II: The Relationship between Cylinder Wall Surface Topography and Oil film Thickness ,” Trib. Trans. , 38 , 1 , pp 173 – 177 ( 1995 ).
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  • Majumdar , B. C. and Brewe , D. E. , “ Stability of a Rigid Rotor Supported on Oil-Film Journal Bearings Under Dynamic Load ,” NASA Technical Memorandum 102309 , ( 1987 ).
  • Klit , P. and Lund , J. W. , “ Calculations of the Dynamic Coefficients of a Journal Bearing, Usinga Variational Approach ,” ASME Jour, of Trib. , 108 , pp 421 – 425 ( 1986 ).
  • Turaga , R. , Sekhar , A. S. and Majumdar , B. C. , “ Stochastic FEM Analysis of Hydrodynamic Bearings with Rough Surfaces ,” Trib. Trans. , 40 , pp 605 – 612 ( 1997 ).
  • Turaga , R. , Sekhar , A. S. and Majumdar , B. C. , “ Stability Analysis of a Rigid Rotor Supported on Hydrodynamic Journal Bearings with Rough Surfaces using Stochastic Finite Element Method,” in Proc. Inst. Mech. Engrs. (London), Part J. Jour. of Eng. Trib. , 212 , pp 121 – 130 ( 1998 ).
  • Oh , K. P. and Huebner , K. H. , “ Solution of the Elastohydrodynamic Finite Journal Bearing Problem ,” ASME Jour, of Lubr. Tech. , 95 , 3 , pp 342 – 352 ( 1973 ).
  • Zhu , W. Q. , Ren , Y. J. and Wu , W. Q. , “ Stochastic FEM Based on Local Averages of Random Vector Fields ,” ASCE Jour, of Eng. Mech , 118 , 3 , pp 496 – 511 ( 1992 ).
  • Zienkiewicz , O. C. , The Finite Element Method , McGraw Hill , p 168 , ( 1977 ).

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