Results 171 to 180 of about 11,700 (212)

Spatially forced corotating Taylor-Couette flow

Physical Review E, 1994
The response of a flow to which an external control force is applied is of great general interest. The flow studied was a variation of classical circular Taylor-Couette flow in that it was spatially forced by sinusoidal modulations on the inner cylinder, with a forcing wavelength incommensurate with the natural length scale of the Taylor vortices.
, Ikeda, , Maxworthy
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Ramped Taylor-Couette flow

Physical Review A, 1985
Presentation de commentaires sur la selection du nombre d'onde lorsque le rapport des rayons varie le long de l'axe du cylindre de telle sorte que l'ecoulement de Taylor-Couette passe de sous critique a supercritique. On montre que dans certaines circonstances bien definies, le nombre d'onde est determine de facon unique par la ...
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Model for Taylor-Couette flow

Physical Review A, 1985
Model equations for circular symmetric Taylor-Couette flow are derived in the narrow-gap limit by a mode truncation of the full Navier-Stokes equations. For static Taylor numbers these model equations can be transformed into the Lorenz equations for Rayleigh-B\'enard convection.
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Particle tracking in Taylor–Couette flow

European Journal of Mechanics - B/Fluids, 2007
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Henderson KL, Gwynllyw DR, Barenghi CF
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Magnetohydrodynamic supercritical Taylor-Couette flows

Physics Letters A, 1980
Abstract Supercritical Taylor-Couette flows submitted to a constant axial magnetic field are treated by a Stuart-type approach. The influence of the conductivity of the cylinders is studied. Theoretical results are in excellent agreement with experiment.
P. Tabeling, I. Marsan
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The cavitating Taylor-Couette flow

Physics of Fluids, 2018
This work presents an investigation of a new phenomenon of the Taylor-Couette flow: the onset of Taylor vortices in a cavitating fluid. This particular form of the Taylor-Couette flow develops if the shear flow between a rotating inner and a fixed outer cylinder approaches the critical Taylor number and the vapor pressure of the fluid simultaneously ...
Peter Reinke, Marcus Schmidt, Tom Beckmann   +2 more
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Pinch instabilities in Taylor-Couette flow

Physical Review E, 2006
The linear stability of the dissipative Taylor-Couette flow with an azimuthal magnetic field is considered. Unlike ideal flows, the magnetic field is a fixed function of a radius with two parameters only: a ratio of inner to outer cylinder radii, eta, and a ratio of the magnetic field values on outer and inner cylinders, muB.
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Nonlinear Taylor–Couette flow of helium II

Journal of Fluid Mechanics, 1995
We solve the nonlinear two-fluid Hall–Vinen–Bekharevich–Khalatnikov equations of motion of helium II for the first time and investigate the configuration of quantized vortex lines in Taylor–Couette flow. The results are interpreted in terms of quantities which can be observed by measuring the attenuation of second sound.
Henderson, KL, Barenghi, CF, Jones, CA
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Taylor-Couette flow with radial fluid injection

Review of Scientific Instruments, 2017
Taylor-Couette cells have been shown to improve a number of industrial processes due to the wide variety of hydrodynamic flow states accessible. Traditional designs, however, limit the ability to introduce new fluids into the annulus during device operation due to geometric confinement and complexity.
Nikolas Wilkinson, Cari S. Dutcher
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Taylor–Couette vortex flow of ceramic dispersions

European Journal of Mechanics - B/Fluids, 2019
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Marguerite Bienia, Cyril Danglade, André Lecomte, Julien Brevier, Cécile Pagnoux   +4 more
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