[1] Eringen A. Theory of micropolar fluids. Journal of Applied Mathematics and Mechanics. 1966;16: 1 -18.
[2] Allen S, Kline K. Lubrication theory for micropolar fluids. Journal of Applied Mechanics.1971; 23: 646 -50.
[3] Khonsari MM, Brewe DE. On the performance of finite journal bearing lubricated with micropolar fluids. Tribology Trans.1989; 32: 155 -60.
[4] Das S, Guha SK,Chattopadhyay AK.Theoretical analysis of stability characteristics of hydrodynamic journal bearings lubricated with micropolar fluids.Tribology International .2005;35:201 -10
[5] Lin JR, Kuo CC, Liao WH,Yang CB. Non-Newtonian micropolar fluid squeeze film between conical plates. Zeitschrift für Naturforschung A. 2012; 27: 333-37
[6] Naduvinamani NB, Marali GB. Dynamic Reynolds equation for micropolar fluids and the analysis of plane inclined slider bearings with squeezing effect. Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology.2007; 221: 823-29
[7] Lin JR, Liang LJ, Chu LM. Effects of non-Newtonian micropolar fluids on the squeeze film characteristics between a sphere and a plate surface. Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology. 2010; 224: 825-32
[8] Aminkhani H, Daliri M. Effects of piezo-viscous–coupled stress lubricant on the squeeze film performance of parallel triangular plates. Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology.2019;234: 1514-21
[9] Singh UP. Effects of piezo-viscous dependency on squeeze film between circular plates: Couple Stress fluid model. Tribology Transactions.2014; 59: 237- 43‚
[11] Vasanth KR‚ Hanumagowda BN, Kumar JS. Combined Effect of Piezo-Viscous Dependency and Non-Newtonian Couple Stress on Squeeze-Film porous annular Plate. Journal of physics.2018;conf.Ser.1000
[12]Christensen H. Some aspects of the functional influence of rough surfaces in lubrication. Wear.1971;17:149-62.
[13] Christensen H, Tonder KC. Tribology of rough surfaces: stochastic models of hydrodynamic lubrication.1969; SINTEF ReportNo.10/69.
[14] Chiang HL, Cheng HH, Lin JR. Lubrication of performance of finite journal bearing considering effects of couple stresses and surface roughness. Tribology International.2004;37:297-307.
[15] Bujurke NM, Kudenatti RB. Surface roughness effects on squeeze film poro-elastic bearings. Applied Mathematics Computer.2006;174:308-20.
[16] Hsu CH, Lai C, Lu RF, Lin JR. Combined effects of surface roughness and rotating inertia on the squeeze film characteristics of parallel circular disks. Journal of Marine Science and Technology.2009; 17:60-66.
[17] Lin JR, Hsu CH, Lai C. Surface roughness effects on the oscillating squeeze-film behavior of long partial journal bearings. Computers and Structures.2002; 80: 297-303
[18] Toloeian A, Daliri M, Shameli M. Ferrofluid and couple stress lubricants effect on the squeeze film characteristics in parallel elliptical plates. Journal of Mechanical engineering.(JMEUT) 2022;51: 203-208
[19] Aminkhani H, Daliri M, Shameli M, Javani N. Investigation of Combined Effects of Couple Stress Piezo- Viscous Lubricant and surface roughness on the squeeze film characteristics of Conical Plates. Journal of Mechanical engineering.( JMEUT)2020; 52: 31-39
[20] Rao PS, Murmu B, Agarwal S. Piezo-Viscous Dependency and Surface Roughness Effects on the Squeeze Film Characteristics of Non-Newtonian Micro polar Fluid in Conical Bear.TribologyOnlin. 2018;13:282-89
[21] Hanumagowda BN, Sreekala Ch K. Stochastic Reynolds equation for the combined effects of piezo-viscous dependency and squeeze-film lubrication of micropolar fluids on rough porous circular stepped plates. Proceedings of the Institution of Mechanical Engineers, Part J: Journal of Engineering Tribology.2021;236:Issue 4
[22] Barus C. Isothermals, isopiestics, and isometrics relative to viscosity. American Journal of Science 1893; 45:87–96.
[23] Hanumagowda BN, Shivakumar HM, Raju BT, Santhosh Kumar J. Combined effect of pressure - dependent viscosity and micropolar fluids on squeeze film circular stepped plates. international journal of mathematics trends and technology.2016:37:175-183
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