[1] Wannier, G. H., “A Contribution to the Hydrodynamics of Lubrication”, Quart. Appl. Math,Vol. 8, pp.1–32, (1950).
[2] Kamal, M. M., “Separation in the Flow between Eccentric Rotating Cylinders”, ASME Journal of Basic Engineering, Vol. 88, pp.717–724, (1966).
[3] Pan, T., and Vohr, H., “Super-laminar Flow in Bearings and Seals”, the Symposium on Lubrication in Nuclear Applications, pp. 216-245, New York, (1967).
[4] Sood, D. R., and Elrod, H. G., “On the Flow between Two Long Eccentric Cylinders”, Tech. Report 17, Lubrication Research Laboratory, Columbia University, (1970).
[5] Dipirma, R. C., and Stuart, J. T. “The None-linear Calculation of Taylor-vortex Flow between Rotating Cylinders”, Journal of Fluid Mechanics, Vol. 7, pp.171-175, (1972).
[6] Pal, R., Sinhasan, R., and Singh, D. V., “Analysis of a Big-end Bearing-a Finite Element Approach”, Wear, Vol. 114, Issue 3, pp. 275-293, (1987).
[7] Kohno, K., Takahashi, S., and Saki, K., “Elasto-hydrodynamic Lubrication Analysis of Journal Bearing with Combined use of Boundary Elements and Finite Elements”, Engineering Analysis with Boundary Elements, Vol. 13 , Issue 3, pp. 273-281, (1994).
]8[ گنجعلی خان نسب ، سید عبدالرضا ؛ معیری ، محمد صادق ؛ بررسی اثر اینرسی سیال در مشخصات هیدرودینامیکی یاتاقان های ژورنال ، پنجمین کنفرانس سالانه مهندسی مکانیک ایران ، دانشگاه تبریز، صفحات 63-70، اردیبهشت، (1376).
[9] Ma, G. J., Wu, C. W., and Zhou, P., “Wall Slip and Hydrodynamics of Two-dimensional Journal Bearing”, Tribology International, Vol. 40, Issue 7, pp. 1056-1066, (2007).
[10] Roy, L., and Laha, S. K., “Steady State and Dynamic Characteristics of Axial Grooved Journal Bearings”, Tribology International, Vol. 42, pp. 754-761, (2009).
[11] Zamzamian, K., and Razavi, S. E., “Multidimensional Up-winding for Incompressible Flow Based on Characteristics”, Journal of Computational Physics, Vol. 227, pp. 8699-8713, (2008).
[12] Razavi, S. E., Zamzamian, K., and Farzadi, A., “Genuinely Multidimensional Characteristic-based Scheme for Incompressible Flow”, International Journal for Numerical Methods in Fluids, Vol. 57, pp. 929-949, (2008).
[13] Jameson, A., Schmidt, W., and Turkel, E., “Numerical Solution of the Euler Equations by Finite Volume Methods using Runge-Kutta Time-stepping Schemes”, AIAA Conf, Vol. 81, pp. 1259, Palo Alto, California, (1981).
