Results 301 to 310 of about 359,267 (337)
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On the similarity of variable viscosity flows

Physica Scripta, 2016
Turbulent mixing is ubiquitous in both nature and industrial applications. Most of them concern different fluids, therefore with variable physical properties (density and/or viscosity). The focus here is on variable viscosity flows and mixing, involving density-matched fluids.
Voivenel, L.   +4 more
openaire   +3 more sources

Onset of convection in variable viscosity fluids: Assessment of approximate viscosity–temperature relations

The Physics of Fluids, 1988
The effect of the viscosity–temperature relation, μ(T), on the onset of convection in a horizontal fluid layer is discussed. Linear analysis shows that, for aqueous glycerol solutions, the critical Rayleigh numbers (Racrit) obtained using the Arrhenius approximation, μA(T), are in excellent agreement with those employing the actual μ(T) data.
Yen-Ming Chen, Arne J. Pearlstein
openaire   +1 more source

Testing variability in viscosity measurements of PVC plastisols

Journal of Vinyl Technology, 1991
Abstract An experiment was conducted to compare the variability of the Brookfield Viscometer, the Severs Extrusion Rheometer, and the Haake Rotational Viscometer in measuring flow characteristics of PVC plastisol. The author discusses variability of the different test methods involved with the Severs and the Haake viscometers.
Bridget K. Breslin, Michael T. Moran
openaire   +1 more source

Magnetohydrodynamic step slider bearing with variable viscosity

Applied Scientific Research, 1965
Treating viscosity as a function of pressure, the problem of Magnetohydrodynamic step slider bearing with insulated bearing surfaces under an imposed transverse magnetic field is studied. It is found that the load supporting capacity of the bearing increases if the variation of viscosity with pressure is taken into account.
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The variability of blood viscosity

The American Journal of Medicine, 1961
R E, WELLS, E W, MERRILL
openaire   +2 more sources

On Journal Bearings of Finite Length With Variable Viscosity

Journal of Applied Mechanics, 1959
Abstract An exact solution of the Reynolds equation for journal bearings of finite length with viscosity as a function of pressure is found. The analytical solution is expressed in terms of Heun functions. The load capacity and the attitude angle are derived.
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THERMOVISCOELASTIC MODEL OF SURFACE LAYER TREATMENT WITH VARIABLE VISCOSITY

Journal of Applied Mechanics and Technical Physics
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
openaire   +1 more source

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