A numerical investigation of the eigenvalue problems related to both the energy and the linear theory of stability of a Newtonian liquid between sliding pipes is presented. An enlargement of the region of nonlinear stability is shown as the radii ratio is increased. On the other hand, the flow always turns out to be linearly stable
When two purely viscous fluids flow in a parallel multi-layer shear flow down a pipe or other duct, ...
The linear stability of annular and pipe Poiseuille flow for a viscoelastic fluid in inertial regime...
The stability of one liquid thread immersed in a fluid in a shear field is considered by linear stab...
The stability of Hagen-Poiseuille flow of a Newtonian fluid of viscosity eta in a tube of radius R s...
The effects of viscoelasticity on the linear evolution of disturbances on pipe Poiseuille flow are n...
A liquid flow through a channel is studied based on the Orr-Sommerfeld eigenvalue problem, where the...
De-/anti-icing fluids are sprayed on aircraft wings to prevent dangerous loss of performance due to ...
A weakly nonlinear stability analysis was conducted for the flow induced in anincompressible, Newton...
In many classes of problems of elastic systems such as gyroscopic and circulatory systems stability ...
In this short paper we study the linearized stability of the flow of a chemically reacting fluid in ...
The stability of two dimensional viscous flow is studied by means of a Finite Element method. A smal...
Two constitutive equations for viscoelastic fluids are examined in linearized hydrodynamic stability...
International audienceThis paper constitutes the numerical counterpart of the mathematical framework...
The stability of the flow of a fluid in a flexible tube is analysed over a range of Reynolds numbers...
When two purely viscous fluids flow in a parallel multi-layer shear flow down a pipe or other duct, ...
The linear stability of annular and pipe Poiseuille flow for a viscoelastic fluid in inertial regime...
The stability of one liquid thread immersed in a fluid in a shear field is considered by linear stab...
The stability of Hagen-Poiseuille flow of a Newtonian fluid of viscosity eta in a tube of radius R s...
The effects of viscoelasticity on the linear evolution of disturbances on pipe Poiseuille flow are n...
A liquid flow through a channel is studied based on the Orr-Sommerfeld eigenvalue problem, where the...
De-/anti-icing fluids are sprayed on aircraft wings to prevent dangerous loss of performance due to ...
A weakly nonlinear stability analysis was conducted for the flow induced in anincompressible, Newton...
In many classes of problems of elastic systems such as gyroscopic and circulatory systems stability ...
In this short paper we study the linearized stability of the flow of a chemically reacting fluid in ...
The stability of two dimensional viscous flow is studied by means of a Finite Element method. A smal...
Two constitutive equations for viscoelastic fluids are examined in linearized hydrodynamic stability...
International audienceThis paper constitutes the numerical counterpart of the mathematical framework...
The stability of the flow of a fluid in a flexible tube is analysed over a range of Reynolds numbers...
When two purely viscous fluids flow in a parallel multi-layer shear flow down a pipe or other duct, ...
The linear stability of annular and pipe Poiseuille flow for a viscoelastic fluid in inertial regime...
The stability of one liquid thread immersed in a fluid in a shear field is considered by linear stab...
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