Effects of inertia in the steady state pressurised flow of a non-Newtonian fluid between two curvilinear surfaces of revolution: Rabinowitsch fluid model

Journal title

Chemical and Process Engineering




No 4 December



curvilinear bearings ; externally pressurized flow ; Rabinowitsch fluid model ; inertia effect

Divisions of PAS

Nauki Techniczne




Polish Academy of Sciences Committee of Chemical and Process Engineering




Artykuły / Articles


DOI: 10.2478/v10176-011-0027-1 ; ISSN 0208-6425


Chemical and Process Engineering; 2011; No 4 December; 333-349


Bourging P. (1984), Determination of the load capacity of finite width journal bearing by finite element method in the case of a non-newtonian lubricant, ASME J. Tribol, 106, 285, ; Cameron A. (1996), Basic Lubrication Theory. ; Coombs J. (1964), An experimental investigation of the effects of lubricant inertia in a hydrostatic thrust bearing, Proc. Inst. Mech. Engrs., London, 179, 96, ; Cross M. (1965), Rheology of non-Newtonian fluids: a new flow equation for pseudoplastic systems, J. Colloid Sci, 20, 417, ; Elkouh A. (1967), Inertia effect in laminar radial flow between parallel plates, Int. J. Mech. Sci, 9, 253, ; Giannikos C. (1988), Elastic bearings lubricated with non-Newtonian power law fluids - a boundary element approach, Tribology Trans, 31, 105, ; Hanks R. (1979), The axial flow of yield—pseudoplastic fluids in a concentric annulus, Ind. Eng. Chem. Process Des. Dev, 18, 488, ; Hashimoto H. (1986), The effects of fluid inertia forces in parallel circular squeeze film bearings lubricated with pseudoplastic fluids, ASME J. Tribol, 108, 282, ; Hsu Y. (1965), Slider bearing performance with a non-newtonian lubricant, ASLE Trans, 8, 191, ; Hung C. (2009), Effects of non-newtonian cubic-stress flow on the characteristics of squeeze film between parallel plates, Education Specialization in 97P-009, 97, 87. ; Jurczak P. (2006), Influence of rheological parameters on the mechanical parameters of curvilinear thrust bearing with one porous wall lubricated by a couple stress fluid, Int. J. Appl. Mech. Eng, 11, 221. ; Kapur V. (1973), Energy integral approach for hydrostatic thrust bearing, Japanese J. App. Phy, 12, 1070, ; Khonsari M. (1989), On the performance of finite journal bearings lubricated with micropolar fluids, Tribology Trans, 32, 155, ; Lin J. (1999), Static and dynamic characteristics of externally pressurized circular step thrust bearings lubricated with couple stress fluids, Tribology Int, 32, 207, ; Lin J. (2001), Non-newtonian effects on the dynamic characteristics of one dimensional slider bearings: rabinowitsch model, Tribology Letters, 10, 237, ; Pinkus O. (1961), Theory of hydrodynamic lubrication. ; Savins J. (1958), Generalised Newtonian (pseudoplastic) flow in stationary pipes and annuli, Trans. AIME, 213, 325. ; Serangi M. (2005), Elastohydrodynamically lubricated ball bearings with couple stress fluids, part 1: steady state analysis, Tribology Trans, 48, 404, ; Shukla J. (1982), Effects of consistency variation of power law lubricants in squeeze films, Wear, 76, 299, ; Usha R. (2000), Fluid inertia effects in a non-newtonian squeeze film between two plane annuli, Trans. ASME, 122, 872, ; Wada S. (1971), Hydrodynamic lubrication of journal bearings by pseudoplastic lubricants, Bulletin of JSME, 14, 69, 279, ; Walicka A. (2010), Pressurized flow of the Herschel-Bulkley fluid in a clearance between fixed surfaces of revolution, Chem. Process Eng, 31, 199. ; Walicka A. (2010), Inertia effects in the flow of a simple Casson fluid between two fixed surfaces of revolution, Chem. Process Eng, 30, 603.