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Original Articles

Numerical Investigations on Drag Coefficient of Balls in Rolling Element Bearing

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Pages 778-785 | Received 02 Dec 2013, Accepted 28 Mar 2014, Published online: 08 Aug 2014

REFERENCES

  • Palmgren, A. (1972), Mouvement et Efforts dans les Roulements. Les Roulements: Descriptions, Théorie, Applications (Movement and Efforts in Bearings. Bearings: Descriptions, Theory, and Applications), 2nd ed., SKF Publication: Clamart, France.
  • Houpert, L. (2002), “Ball Bearing and Tapered Roller Torque: Analytical Numerical and Experimental Results,” Tribology Transactions, 45, pp 345–353.
  • Chittenden, R.J., Dowson, D., and Taylor, C.M. (1988), “Power Loss Prediction in Ball Bearings,” Proceedings of the 15th Leeds–Lyon Symposium, September 6–9, Leeds, UK.
  • Hadden, G.B., Kleckner, R.J., Ragen, M.A., and Sheynin, L. (1981), “The SHABERTH Program—Steady state and Transient Thermal Analysis of a Shaft Bearing System Including Ball, Cylindrical and Tapered Roller Bearing,” NASA-CR-165365.
  • Townsend, D.P., Allen, C.W., and Zaretsky, E.V. (1974), “Study of Ball Bearing Torque under Elastohydrodynamic Lubrication,” Journal of Lubrication Technology, 96, pp 561–571.
  • Harris, T.A. and Mindel, M.H. (1973), “Rolling Element Bearing Dynamics,” Wear, 73(23), pp 311–317.
  • Pouly, F., Changenet, C., Ville, F., Velex, P., and Damiens, B. (2009), “Investigations on the Power Losses and Thermal Behavior of Rolling Element Bearings,” Proceedings of the Institution of Mechanical Engineers - Part J: Journal of Engineering Tribology, 224(9), pp 925–933.
  • Pouly, F. (2010), Modélisation Thermo Mécanique d’un Roulement à Billes Grande Vitesse (Thermal Network Model for High-Speed Rolling Element Bearings), . Thèse de l’Insa Lyon.
  • Pouly, F., Changenet, C., Ville, F., Velex, P., and Damiens, B. (2010), “Power Loss Predictions in High-Speed Rolling Element Bearings Using Thermal Network,” Tribology Transactions, 53(6), pp 957–967.
  • Harichandan, A.B. and Roy, A. (2010), “Numerical Investigation of Low Reynolds Number Flow Past Two and Three Circular Cylinders Using Unstructured Grid CFR Scheme,” International Journal of Heat and Fluid Flow, 31(2), pp 154–171.
  • Tsai, J.S. and Sterling, A.M. (1990), “The Application of an Embedded Grid to the Solution of Heat and Momentum Transfer for Spheres in a Linear Array,” International Journal of Heat and Mass Transfer, 33(11), pp 2491–2502.
  • Harris, T.A. (1991), Rolling Bearing Analysis, 3rd ed., Wiley: New York.
  • Ferziger, J.H. and Perić, M. (2002), Computational Methods for Fluid Dynamics, 3rd ed., Springer-Verlag: Berlin, Germany.
  • Launder, B.E. and Spalding, D.B. (1974), “The Numerical Computation of Turbulent Flows,” Computer Methods in Applied Mechanics and Engineering, 3, pp 269–289.
  • Menter, F. (1994), “Two-Equation Eddy Viscosity Turbulent Models for Engineering Applications,” AIAA Journal, 4(7), pp 1598–1605.
  • Egorov, Y. and Menter, F.R. (2007), “Development and Application of SST-SAS Turbulent Model in the DESIDER Project,” Second Symposium on Hybrid RANS–LES Methods, June 17–18, 2007, Corfu, Greece.
  • Marchesse, Y. and Totaro, N. (2011), “Etude Numérique de la Prédiction de la Pression Pariétale dans le Sillage d’un Obstacle en vue d’un Calcul d’Interaction Fluide-Structure (Numerical predictions of wall-pressure fluctuations in the wake of a wall-mounted obstacle in order to investigate fluid-solid interaction),” Proceedings of the 20th Congrès Français de Mécanique, August 29–September 2.
  • Egorov, Y., Menter, F.R., Lechner, R., and Cokljat, D. (2010), “The Scale-Adaptive Simulation Method for Unsteady Turbulent Flow Predictions. Part 2: Application to Complex Flows,” Flow, Turbulence and Combustion, 85(1), pp 139–165.
  • Iaccarino, G., Ooi, A., Durbin, P.A., and Behnia, M. (2003), “Reynolds Averaged Simulation of Unsteady Separated Flow,” International Journal of Heat and Fluid Flow, 24, pp 147–156.
  • Achenbach, E. (1972), “Experiments on the Flow Past Spheres at Very High Reynolds-Numbers,” Journal of Fluid Mechanics, 54(3), pp 565–575.
  • Constantinescu, G. and Squires, K. (2004), “Numerical Investigations of Flow over a Sphere in the Subcritical and Supercritical Regimes,” Physics of Fluids, 16(5), pp 1449–1466.
  • Schlichting, H. (2000), “Boundary Layer Theory,” 8th Revised Version, Springer-Verlag: Berlin.
  • Jadoon, A., Prahl, J., and Revstedt, J. (2010), “Dynamic Interaction of Fixed Dual Spheres for Several Configurations and Inflow Conditions,” European Journal of Mechanics - B: Fluids, 29, pp 43–52.

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