TITLE

Erratum: 'Relaxation of internal temperature and volume viscosity' [Phys. Fluids 23, 093104 (2011)]

AUTHOR(S)
Bruno, Domenico; Giovangigli, Vincent
PUB. DATE
March 2013
SOURCE
Physics of Fluids;Mar2013, Vol. 25 Issue 3, p039902
SOURCE TYPE
Academic Journal
DOC. TYPE
Correction notice
ABSTRACT
No abstract available.
ACCESSION #
86447021

 

Related Articles

  • The effect of viscosity on the spherical stability of oscillating gas bubbles. Hao, Y.; Prosperetti, A. // Physics of Fluids;Jun99, Vol. 11 Issue 6, p1309 

    Studies the effect of viscosity on the spherical stability of oscillating gas bubbles. Coupling of the strong nonlinearity of the bubble radial oscillations with the parametric mechanism of the surface instability; Complexity of the stability boundary.

  • Extremum principles for selection in the Saffman-Taylor finger and Taylor-Saffman bubble problems. Aldushin, A. P.; Matkowsky, B. J. // Physics of Fluids;Jun99, Vol. 11 Issue 6, p1287 

    Considers the Saffman-Taylor problem describing the displacement of one fluid by another having a smaller viscosity, in a porous medium or in a Hele-Shaw configuration, and the Taylor-Saffman problem of a bubble moving in a channel containing moving fluid. Exploration of traveling wave...

  • Scale-similar models for large-eddy simulations. Sarghini, F.; Piomelli, U.; Balaras, E. // Physics of Fluids;Jun99, Vol. 11 Issue 6, p1596 

    Discusses the application of eddy viscosity and mixed models to the simulation of two flows, a high Reynolds number plane channel flow, and a three-dimensional, non-equilibrium flow. Limitations of simulations without models; Usefulness of the Lagrangian-ensemble approach; Prediction of...

  • An experimental study of the effect of suspension concentration on the stability and efficiency of inclined settlers. Borhan, A. // Physics of Fluids A;Jan89, Vol. 1 Issue 1, p108 

    Observations of the instability wave growth in a series of continuously operated low and high aspect-ratio inclined settling experiments are reported. The effect of wave rollover and breakup on the efficiency of operation of such devices is also examined through measurements of the contamination...

  • Mobility functions for two unequal viscous drops in Stokes flow. II. Asymmetric motions. Fuentes, Yuris O.; Kim, Sangtae; Jeffrey, David J. // Physics of Fluids A;Jan89, Vol. 1 Issue 1, p61 

    Analytical results are obtained for mobility functions that describe the hydrodynamic interactions for transverse motions of two unequal viscous drops. In conjunction with the results of an earlier paper on axisymmetric motions, the motion induced by external forces in an arbitrary direction,...

  • Nonlinear evolution and breaking of interfacial Rayleigh�Taylor waves. Oron, Alexander; Rosenau, Philip // Physics of Fluids A;Jul89, Vol. 1 Issue 7, p1155 

    The nonlinear evolution of interfacial waves separating liquids of different viscosity and density (Rayleigh-Taylor instability) in a 2-D channel is studied. Using a new approach, which accounts for large gradients, the nonlinear evolution of the interface, y = ?A (t,&xgr;),?,&Le; 1, is shown to...

  • Measurement of the drift of a droplet due to the presence of a plane. Smart, Jeffrey R.; Leighton, David T. // Physics of Fluids A;Jan91, Vol. 3 Issue 1, p21 

    The drift of a deformable droplet of low viscosity (viscosity ratio ?=0.08) in a Couette device is examined. The drift is measured both in the plane of shear (due to the rigid outer bounding walls of the Couette device) and also normal to the plane of shear (due to the upper bounding stress-free...

  • Simulation of viscous fingering in miscible displacements with nonmonotonic viscosity profiles. Manickam, O.; Homsy, G. M. // Physics of Fluids;Jan1994, Vol. 6 Issue 1, p95 

    The nonlinear evolution of viscous fingering instabilities in miscible displacement flows in porous media with nonmonotonic viscosity profiles is investigated. The flow is accurately simulated using a Hartley transform based spectral method. A flow with nonmonotonic viscosity profile has an...

  • Strong resonance in two-dimensional non-Boussinesq convection. Manogg, G.; Metzener, P. // Physics of Fluids;Sep94, Vol. 6 Issue 9, p2944 

    Two-dimensional convection is described and analyzed in the case of strong 2:l resonance. The density variation due to the temperature to linear order and the viscous heating as perturbations to the usual Boussinesq approximation are introduced. In addition the temperature dependence of the...

  • Scaling of temperature- and stress-dependent viscosity convection. Solomatov, V.S. // Physics of Fluids;Feb95, Vol. 7 Issue 2, p266 

    Suggests that with the increase of the viscosity contrasts, temperature-dependent viscosity convection passes through a substantial period of transitional regimes before it enters the asymptotic regime described by Morris and Canright and Fowler. Energetics of convection; Small viscosity...

Share

Read the Article

Courtesy of VIRGINIA BEACH PUBLIC LIBRARY AND SYSTEM

Sorry, but this item is not currently available from your library.

Try another library?
Sign out of this library

Other Topics