Heat transfers and radial flows via a viscous fluid squeezed between two parallel disks

Applied energy

Volumn 68, Issue 3, 2001, Pages 275-288

  Tashtoush, Bourhan ^a   Tahat, Mahmoud ^a   Probert, Doug ^b  

^a Mechanical Engineering Department   (Jordan)

^b CRANFIELD UNIVERSITY   (United Kingdom)

Author keywords

[No Author keywords available]

Indexed keywords

DISKS (MACHINE COMPONENTS); HEAT CONVECTION; HEAT FLUX; PRESSURE DISTRIBUTION; RADIAL FLOW; REYNOLDS NUMBER; VISCOUS FLOW;

SQUEEZING FLOWS; VISCOUS FLUIDS; AXIAL BULK CONVECTION;

VISCOUS FLOW; HEAT CONVECTION;

CONVECTION; HEAT TRANSFER; PARALLEL PLATES; PRESSURE DISTRIBUTION; RADIAL FLOW; VISCOUS FLOW;

EID: 0035263595     PISSN: 03062619     EISSN: None     Source Type: Journal    
DOI: 10.1016/S0306-2619(00)00058-1     Document Type: Article

References (10)

1. Moore DF. A review of squeeze films. Wear 1965;8:245-63.
2. Jackson JD. A study of squeezing flow. Applied Science Research 1963;11:148-52.
3. Wang CY. Limitation of the Reynolds equation for porous thrust bearings. Journal of Lubrication Technology 1975;97:642-3.
4. Usha R, Rukmani R. Arbitrary squeeze flow between two rotating disks. Mech Res Comm Basic Appl 1992;19:155-7.
5. Usha R, Rukmani R. Arbitrary squeeze flow between two disks. Int J Math Sci 1994;17:779-82.
6. Elkouh AF. Fluid inertia effects in a squeeze film between two plane annuli. Trans ASME J Tribology 1984;106:223-7.
7. Tichy J, Winer WO. Inertial considerations in parallel circular squeeze-film bearings. Trans ASME J Lub Tech 1970;92:588-92.
8. Wang CY, Watson LT. Squeezing a viscous fluid between elliptic plates. Appl Sci Res 1979;35:195-207.
9. Zwick K.J. Ayyaswamy PS, Cohen IM. Oscillatory enhancement of the squeezing flow of yield stress fluids: a novel experimental result. Journal of Fluid Mechanics 1997;339:77-81.
10. Kuksin SB. On the squeezing and flow of energy for non-linear wave equations. Geometric and Functional Analysis 1995;5(4):668-72.