A numerical investigation of the spectra of the Orr-Sommerfeld equation for plane Poiseuille flow in macro and micro channels is presented. The numerical approach is a modified method (with complex matrix pre-conditioning) to Orszag's (1971) pioneering approach. The results are compared with polar fluid where couple stresses effect is important. Both effects: couple stresses and velocity slip, are roughly equivalent to an apparent increase in the fluid viscosity. However, the slip-flow effect becomes more dominant as the channel size decreases and the critical Reynolds number decreases
A new analysis is made on the viscous dissipation within a microchannel parallel plate gap induced b...
This paper addresses a non-dimensional analytical stability model aimed at predicting the occurrence...
Numerical Simulations of liquid flow in a micro-channel between two horizontal plates are performed....
We present the problem of stability of Poiseuille flow in the plane, with slip boundary conditions. ...
In this article we use analytical and numerical modeling to describe parallel viscous two-phase flow...
The electrostatic double layer (EDL) effect on the linear hydrodynamic stability of microchannel flo...
Modal analysis of the Reynolds-Orr energy equation for a miscible viscosity stratified slippery chan...
Micro-channel flows have been computed to investigate the influence of Navier-Stokes formulation for...
The effect of the electric double layer (EDL) on the linear stability of Poiseuille planar channel f...
International audienceAn analytical approach has been developed to take account of the influence of ...
This study presents a new form of velocity distribution in laminar liquid flow in rectangular microc...
The stability of micropolar fluid flow in a channel under the influence of heat function, magnetic f...
The effect of the electric double layer (EDL) on the linear stability of Poiseuille planar channel f...
We study the stability of two-fluid flow through a plane channel at Reynolds numbers of a hundred to...
International audienceIt is shown that the microchannel flow under the electric double layer (EDL) e...
A new analysis is made on the viscous dissipation within a microchannel parallel plate gap induced b...
This paper addresses a non-dimensional analytical stability model aimed at predicting the occurrence...
Numerical Simulations of liquid flow in a micro-channel between two horizontal plates are performed....
We present the problem of stability of Poiseuille flow in the plane, with slip boundary conditions. ...
In this article we use analytical and numerical modeling to describe parallel viscous two-phase flow...
The electrostatic double layer (EDL) effect on the linear hydrodynamic stability of microchannel flo...
Modal analysis of the Reynolds-Orr energy equation for a miscible viscosity stratified slippery chan...
Micro-channel flows have been computed to investigate the influence of Navier-Stokes formulation for...
The effect of the electric double layer (EDL) on the linear stability of Poiseuille planar channel f...
International audienceAn analytical approach has been developed to take account of the influence of ...
This study presents a new form of velocity distribution in laminar liquid flow in rectangular microc...
The stability of micropolar fluid flow in a channel under the influence of heat function, magnetic f...
The effect of the electric double layer (EDL) on the linear stability of Poiseuille planar channel f...
We study the stability of two-fluid flow through a plane channel at Reynolds numbers of a hundred to...
International audienceIt is shown that the microchannel flow under the electric double layer (EDL) e...
A new analysis is made on the viscous dissipation within a microchannel parallel plate gap induced b...
This paper addresses a non-dimensional analytical stability model aimed at predicting the occurrence...
Numerical Simulations of liquid flow in a micro-channel between two horizontal plates are performed....