Abstract: In the present research we study the effect of the slip length on the stability of the Hartmann flow by modifying the Orr-Sommerfeld problem to account for the slip effect. A MATLAB code based on Chebyshev collocation method is modified to solve the eigenvalue problem for the reference slip flow. The analysis is carried out for both symmetric and asymmetric slip conditions. It has been found that the interfacial slip significantly increases the critical Reynolds number even for very small slip lengths compared to the thickness of the Hartmann layer
New slip model based on 'effective continuum methods' for the description of slip was developed and ...
The effect of wall velocity slip on the stability of a pressure-driven two-dimensional asymmetric ch...
Direct numerical simulation is applied to investigate instability and transition to turbulence in th...
We study linear stability of the Hartmann flow with the interfacial slip between the flow-ing liquid...
AbstractWe analyze the influence of choice of boundary condition (no-slip and Navier’s slip boundary...
We analyze the influence of choice of boundary condition (no-slip and Navier’s slip boundary conditi...
The stability of immiscible two-fluid Couette flows is considered when slip is present at the liquid...
Three classic MHD problems are revisited assuming hydrodynamic slip condition at the interface betwe...
The linear instability of a surfactant-laden two-layer falling film over an inclined slippery wall i...
A linear stability analysis of a shear flow in the presence of a continuous but steep variation of v...
International audienceThe stability of a two-layer film flow of non-Newtonian fluids is studied with...
In this paper we are concerned with the theoretical stability of the laminar Hartmann layer, which f...
A numerical investigation of the spectra of the Orr-Sommerfeld equation for plane Poiseuille flow in...
AbstractThe linear stability of flows with wall slip in microbearings is examined. The analytic expr...
We consider instability of the flat interface in a two-layer Couette flow model developed earlier (K...
New slip model based on 'effective continuum methods' for the description of slip was developed and ...
The effect of wall velocity slip on the stability of a pressure-driven two-dimensional asymmetric ch...
Direct numerical simulation is applied to investigate instability and transition to turbulence in th...
We study linear stability of the Hartmann flow with the interfacial slip between the flow-ing liquid...
AbstractWe analyze the influence of choice of boundary condition (no-slip and Navier’s slip boundary...
We analyze the influence of choice of boundary condition (no-slip and Navier’s slip boundary conditi...
The stability of immiscible two-fluid Couette flows is considered when slip is present at the liquid...
Three classic MHD problems are revisited assuming hydrodynamic slip condition at the interface betwe...
The linear instability of a surfactant-laden two-layer falling film over an inclined slippery wall i...
A linear stability analysis of a shear flow in the presence of a continuous but steep variation of v...
International audienceThe stability of a two-layer film flow of non-Newtonian fluids is studied with...
In this paper we are concerned with the theoretical stability of the laminar Hartmann layer, which f...
A numerical investigation of the spectra of the Orr-Sommerfeld equation for plane Poiseuille flow in...
AbstractThe linear stability of flows with wall slip in microbearings is examined. The analytic expr...
We consider instability of the flat interface in a two-layer Couette flow model developed earlier (K...
New slip model based on 'effective continuum methods' for the description of slip was developed and ...
The effect of wall velocity slip on the stability of a pressure-driven two-dimensional asymmetric ch...
Direct numerical simulation is applied to investigate instability and transition to turbulence in th...