The linear stability of two axially superposed immiscible fluids between two rotating coaxial cylinders is studied. The fluids are assumed to have equal density but different viscosities. The effect of viscosity ratio of the two fluids on the condition for onset of instability is studied. The critical Taylor number in the less viscous fluid for onset of instability is obtained as a function of the viscosity ratio. The two limiting values of this curve correspond to critical Taylor numbers of the one fluid configuration with height of fluid column either equal to that of the less viscous fluid or equal to the sum of those for both liquids. It is found that the variation of the critical Taylor number with viscosity ratio is small when the hei...
International audienceThree-dimensional linear stability analysis of Couette flow between two coaxia...
The research of liquids composed of two (or more) mutually immiscible components is a new emerging a...
A complete original study of the linear temporal instability analysis of two viscous and immiscible ...
The stability of a viscous flow between two concentric rotating porous cylinders has been examined w...
The stability of viscous flow under an axial pressure gradient between two co-axial cylinders rotati...
The stability of non-Newtonian fluid confined between two concentric rotating porous cylinders has b...
The flow of a system of two viscous fluids between two concentric counter-rotating cylinders is disc...
AbstractWe investigate the hydrodynamic stability for the motion of a viscous incompressible fluid b...
AbstractStability of the flow of a viscous incompressible fluid in a narrow gap between two concentr...
We consider the effect of high rotation rates on two liquid layers that initially form concentric cy...
In this paper the theory of the stability of viscous flow between two rotating coaxial cylinders whi...
The linear stability characteristics of pressure-driven core-annular pipe flow of two immiscible flu...
AbstractThe pointwise nonlinear stability of the Couette flow of a viscous liquid contained between ...
We consider the effect of high rotation rates on two liquid layers that initially form concentric cy...
International audienceThree-dimensional linear stability analysis of Couette flow between two coaxia...
The research of liquids composed of two (or more) mutually immiscible components is a new emerging a...
A complete original study of the linear temporal instability analysis of two viscous and immiscible ...
The stability of a viscous flow between two concentric rotating porous cylinders has been examined w...
The stability of viscous flow under an axial pressure gradient between two co-axial cylinders rotati...
The stability of non-Newtonian fluid confined between two concentric rotating porous cylinders has b...
The flow of a system of two viscous fluids between two concentric counter-rotating cylinders is disc...
AbstractWe investigate the hydrodynamic stability for the motion of a viscous incompressible fluid b...
AbstractStability of the flow of a viscous incompressible fluid in a narrow gap between two concentr...
We consider the effect of high rotation rates on two liquid layers that initially form concentric cy...
In this paper the theory of the stability of viscous flow between two rotating coaxial cylinders whi...
The linear stability characteristics of pressure-driven core-annular pipe flow of two immiscible flu...
AbstractThe pointwise nonlinear stability of the Couette flow of a viscous liquid contained between ...
We consider the effect of high rotation rates on two liquid layers that initially form concentric cy...
International audienceThree-dimensional linear stability analysis of Couette flow between two coaxia...
The research of liquids composed of two (or more) mutually immiscible components is a new emerging a...
A complete original study of the linear temporal instability analysis of two viscous and immiscible ...