Hoyas Calvo, Sergio; Fajardo Peña, Pablo; Gil Megías, Antonio; Pérez Quiles, María Jezabel(Elsevier, 2014-06)
This article studies the linear stability of a thermoconvective problem in an annular domain for different Bond (capillarity or buoyancy effects) and Biot (heat transfer) numbers for two set of Prandtl numbers (viscosity ...
Torregrosa, A. J.; Hoyas, S; Pérez Quiles, María Jezabel; Mompó Laborda, Juan Manuel(Global Science Press, 2013-02)
In this article the instabilities appearing in a liquid layer are studied numerically by means of the linear stability method. The fluid is confined in an annular pool and is heated from below with a linear decreasing ...
[EN] A linear stability analysis of the thermoconvective problem of a thin liquid film contained in an annular domain has been conducted. The influence of the horizontal aspect ratio on the solution has been considered by ...
Hoyas, S; Ianiro, Andrea; Pérez Quiles, María Jezabel; Fajardo, Pablo(National Library of Serbia, 2016)
[EN] This manuscript addresses the linear stability analysis of a thermoconvective problem in an annular domain. The flow is heated from below, with a linear decreasing horizontal temperature profile from the inner ...