A new exact solution for Marangoni shear convection in a flat horizontal layer, induced by taking into account the Navier condition at the lower boundary, is obtained. The study of the behavior of hydrodynamic fields has shown that they have a complex topology and allow the appearance of several zones with reverse flow. © 2019 Author(s)
A three-dimensional linear instability analysis of thermocapillary convection in a fluid-porous doub...
This article studies the linear stability of a thermoconvective problem in an annular domain for dif...
Alongside classical effects driven by gravity or surface tension in non‐isothermal fluids, the prese...
An exact solution describing the flow of a viscous incompressible fluid in a closed horizontal layer...
A new exact analytical solution of a system of thermal convection equations in the Boussinesq approx...
A new exact solution is obtained for the Oberbeck-Boussinesq equations describing the steady-state l...
A new exact solution describing the behavior of a vertically swirling fluid and taking into account ...
A new exact solution to the Navier – Stokes equations is obtained. This solution describes the inhom...
The paper presents a new exact solution describing the isobaric isothermal shear flow of a viscous i...
The onset of steady Marangoni convection induced by surface tension gradients along the upper surfac...
The article considers a new exact solution for describing large-scale flows of a vertically swirling...
A new exact solution of the Navier-Stokes equation for the convective flow of an infinite horizontal...
The problem of thermal convection in a fluid layer driven by either buoyancy (Bénard) or thermocapi...
Thermocapillary flows, also known as thermal Marangoni flows, have extensive applications in a varie...
[EN] This manuscript addresses the linear stability analysis of a thermoconvective problem in an ...
A three-dimensional linear instability analysis of thermocapillary convection in a fluid-porous doub...
This article studies the linear stability of a thermoconvective problem in an annular domain for dif...
Alongside classical effects driven by gravity or surface tension in non‐isothermal fluids, the prese...
An exact solution describing the flow of a viscous incompressible fluid in a closed horizontal layer...
A new exact analytical solution of a system of thermal convection equations in the Boussinesq approx...
A new exact solution is obtained for the Oberbeck-Boussinesq equations describing the steady-state l...
A new exact solution describing the behavior of a vertically swirling fluid and taking into account ...
A new exact solution to the Navier – Stokes equations is obtained. This solution describes the inhom...
The paper presents a new exact solution describing the isobaric isothermal shear flow of a viscous i...
The onset of steady Marangoni convection induced by surface tension gradients along the upper surfac...
The article considers a new exact solution for describing large-scale flows of a vertically swirling...
A new exact solution of the Navier-Stokes equation for the convective flow of an infinite horizontal...
The problem of thermal convection in a fluid layer driven by either buoyancy (Bénard) or thermocapi...
Thermocapillary flows, also known as thermal Marangoni flows, have extensive applications in a varie...
[EN] This manuscript addresses the linear stability analysis of a thermoconvective problem in an ...
A three-dimensional linear instability analysis of thermocapillary convection in a fluid-porous doub...
This article studies the linear stability of a thermoconvective problem in an annular domain for dif...
Alongside classical effects driven by gravity or surface tension in non‐isothermal fluids, the prese...