Flow field predictions of various turbulent lubrication models are compared with the existing experimental data of turbulent Couette flow and shear-induced countercurrent flow. [S0742-4787(00)00502-6]
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Technical Briefs
1.
Constantinescu
, V. N.
, 1962
, “Analysis of Bearing Operating in Turbulent Regime
,” ASME J. Basic Eng.
, 84
, pp. 139
–151
.2.
Ng
, C. W.
, and Pan
, C. H. T.
, 1965
, “A Linearized Turbulent Lubrication Theory
,” ASME J. Basic Eng.
, 87
, pp. 675
–688
.3.
Hirs
, G. G.
, 1973
, “A Bulk-Flow Theory for Turbulence in Lubricant Films
,” ASME J. Lubr. Technol.
, 95
, pp. 137
–146
.4.
Jones
, W. P.
, and Launder
, B. E.
, 1973
, “The Calculation of Low Reynolds Number Phenomena with a Two-Equation Model of Turbulence
,” Int. J. Heat Mass Transf.
, 16
, p. 1119
1119
.5.
Ljuboja
, M.
, and Rodi
, W.
, 1980
, “Calculation of Turbulent Wall Jets with an Algebraic Reynolds Stress Model
,” ASME J. Turbomach.
, 102
, pp. 350
–356
.6.
Lee
, D. W.
, and Kim
, K. W.
, 1990
, “Turbulent Lubrication Theory Using Algebraic Reynolds Stress Model in Finite Journal Bearings with Cavitation Boundary Conditions
,” JSME, International Journal, Series II
, 33
, No. 2
, pp. 200
–207
.7.
Zhang
, Y. Q.
, and Zhang
, Z. M.
, 1995
, “A New Model of Theoretical Analysis of Turbulent Lubrication Using a Combined Model of Turbulence
,” Tribology
, 15
, No. 3
, pp. 271
–275
(in Chinese).8.
Leutheusser
, H. J.
, and Aydin
, E. M.
, 1991
, “Plane Couette Flow Between Smooth and Rough Walls
,” Exp. Fluids
, 11
, pp. 302
–312
.9.
Tsanis
, I. K.
, and Leutheusser
, H. J.
, 1988
, “The Structure of Turbulent Shear-induced Countercurrent Flow
,” J. Fluid Mech.
, 189
, pp. 531
–552
.10.
Kaneko, S., Hori, Y., and Tanaka, M., 1984, “Static and Dynamic Characteristics of Annular Plain Seals,” C27884, I Mech E, pp. 205–214.
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