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Magneto-hydrodynamic lubrication of finite slider bearings

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Języki publikacji
EN
Abstrakty
EN
In this paper, the effect of a transverse magnetic field on the performance characteristics of finite slider bearings with an electrically conducting fluid is presented. To take account of the Lorentz force on the lubricant film, a generalized two-dimensional Reynolds-type equation is derived by using the MHD motion equations with Maxwell equations. This MHD Reynolds equation is applicable to the analysis of finite slider bearings with different film shapes. To illustrate the MHD bearing characteristics, the slider profile with an inclined plane is considered. The film pressure is numerically solved from the MHD Reynolds-type equation and applied to evaluate the bearing characteristics. According to the results obtained, the application of the magnetic field signifies an influence on the load capacity, power loss and friction parameter of slider bearings, depending upon the values of the Hartmann number, aspect ratio and inlet-outlet film thickness ratio.
Rocznik
Strony
1229--1246
Opis fizyczny
Bibliogr. 12 poz., rys., wykr.
Twórcy
autor
  • Department of Mechanical Engineering, Nanya Institute of Technology P.O. Box 267, Chung-Li 320, Taiwan, R.O.C.
Bibliografia
  • [1] Agrawal V.K. (1970): Inertia effects in hydromagnetic inclined slider bearing. - Japanese J. of Applied Physics, vol.9, pp.820-824.
  • [2] Anwar M.I. and Rodkiewicz C.M. (1972): Nonuniform magnetic field effects in MHD slider bearing. - ASME J. of Lubrication Technology, vol.94, pp. 101-105.
  • [3] Das N.C. (1998): A study of optimum load-bearing capacity for slider bearings lubricated with couple stress fluids in magnetic field. - Tribology International, vol.31, pp.393-400.
  • [4] Decker I.C., Falcao D.M. and Kaszkurewicz E. (1992): Parallel implementation of a power system dynamic simulation methodology using the conjugate gradient method. - Trans, on Power System, vol.7, pp.458-465.
  • [5] Gupta J.L. and Bhat M.V. (1979): An inclined porous slider bearing with a transverse magnetic field. - Wear, vol.55, pp.359-367.
  • [6] Hamrock B.J. (1994): Fundamentals of Fluid Film Lubrication. - New York: McGraw- Hill.
  • [7] Huges W.F. (1963): The magnetohydrodynamic finite step slider bearings. - ASME J. of Basic Engineering, vol.85, pp. 129-136.
  • [8] Lin J.R. (2001): Magneto-hydrodynamic squeeze film characteristics between annular disks. - Industrial Lubrication and Tribology, vol.53, pp.66-71.
  • [9] Ramanaiah G. (1961): Optimal load capacity of a parallel plate slider bearing with nonuni- form magnetic field. - Japanese J. of Applied Physics, vol.6, pp.797-801.
  • [10] Shukla J.B. (1970): The optimal one-dimensional magnetohydrodynamic slider bearings. - ASME J. of Lubrication Technology, vol.92, pp.530-534.
  • [11] Synder W.T. (1962): The magnetohydrodynamic slider bearings. - ASME J. of Basic Engineering, vol.84, pp. 197-204.
  • [12] Taylor C.M. and Dowson D. (1974): Turbulent lubrication theory - application to design. - ASME J. of Lubrication Technology, vol.96, pp.36-47.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPZ2-0001-0065
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