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[1]. A. EL KayarA. Salem, M. F. Khalil & A. A. HegazyE. (1983). Two-dimensional finite difference solution for externally pressurized journal bearings of finite length. Wear, 84(1), pp. 1-13. [2]. R. Bassani & B. Piccigallo (1992). Hydrostatic Lubrication. Amsterdam, AE: Elsevier. [3]. B. J. Hamrock, R. S. Steven & B. O. Jacobson (1994). Fundamentals of Fluid Film Lubrication. New York: Marcel Dekker, Inc. [4]. B. Bhushan (2002). Introduction to Tribology. New York: John Wiley and Sons. [5]. P. B. Davies (1974). Investigation of an all-metallic flexible hydrostatic thrust bearing. ASLE Transactions, 17(2), pp. 117-126. [6]. D. Dowson & C. Taylor (1967). Elastohydrostatics of circular plate thrust bearing. ASME Transactions, J. of Lubrication Technology, 89(3), pp. 237-262. [7]. D. Dowson (1961). Inertia effects in hydrostatic thrust bearings. ASME, 83(2), pp.227-234. [8]. B. Ghosh (1972). An exact analysis of a hydrostatic journal bearing with a large circumferential sill. Wear, 21(2), pp.367-375. [9]. H. Urreta, M. Zubieta, Mª Jesús Elejabarrieta, H. Salinas & M. M. Bou-Ali. (2007). Analytic, numeric and experimental study of hydrostatic journal bearings behaviour for grinding machines. 12th IFToMM World Congress. Besançon (France),. [10]. B. J. Hamrock, R. S. Steven & B. O. Jacobson (2004). Fundamentals of Fluid Film Lubrication. New York, NY: Marcel Dekker, Inc. [11]. A. Harnoy (2003). Bearing Design in Machinery: Engineering Tribology and Lubrication. New York: Marcel Dekker. [12]. G. G. Hirs (1966). Partly grooved externally pressurized bearings. Proc. Instn Mech. Engrs., Lubrication and Wear Convention, 180(11), pp. 224-233. [13]. J. P. O' Donoghue & W. B. Rowe (1968). Hydrostatic journal bearing (exact procedure). Tribology, 1(4), pp. 230-236. [14]. N. R. Kane (1999). Surface self-compensated hydrostatic bearings, Doctoral dissertation, Massachusetts Institute of Technology. [15]. M. S. Kotilainen (2000). Design and manufacturing of modular self-compensating hydrostatic journal bearings, Doctoral dissertation, Massachusetts Institute of Technology. [16]. A. M. Loeb & H. C. Rippel (1958). Determination of optimum proportions for hydrostatic bearings. ASLE Transactions, 1(2), pp. 241-247. [17]. B. C. Majumdar (1969). The numerical solution of hydrostatic oil journal bearings with several supply ports. Wear, 14(6), pp. 389-396. [18]. B. C. Majumdar & K. M. Ghosh (1980). Design of multirecess hydrostatic oil journal bearing. Tribology International, 13(2), pp. 73-78. [19]. J. K. Metman, A. E. Muijderman, van G. J. Heijningen, & M. D. Halemane (1986). Load capacity of multi-recess hydrostatic journal bearings at high eccentricities. Tribology International, 19(1), pp. 29-34. [20]. J. P. O'Donoghue & C. J. Hooke (1969). Design of inherently stable hydrostatic bearings. Proc. Instn. Mech. Engrs., Tribology Convention, 183, pp. 172-176. [21]. H. Opitz (1967). Pressure pad bearings. Proc. Instn. Mech. Engrs, 182(1), pp. 100-115. [22]. R. H. Buckholz, & J. F. Lin. (1986). The effect of journal bearing misalignment on load and cavitation for non-newtonian lubricants. Tribology international, 108(4), pp. 645-654. [23]. W. B. Rowe, (2012). Hydrostatic, Aerostatic, and Hybrid Bearing Design. Waltham: Butterworth-Heinemann. [24]. A. H. Slocum, (1992). Precision Machine Design. Society of Manufacturing Engineers. [25]. Yuichi Sato & OgisoSatosho. (1983). Load capacity and stiffness of misaligned hydrostatic recessed journal bearings. Wear, 92(2), pp. 231-241.
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