In this paper, we study the problem of thermosolutal convection in a Navier–Stokes–Voigt
fluid when the layer is heated from below and simultaneously salted from above or below …

This paper is concerned with the question of the beginning of convective motion in a fluid
saturated porous layer, containing a salt in solution, heated below and salted above and …

In a fluid-saturated bidisperse porous medium at a single temperature, the issue of thermal
convection when the Darcy theory is used in the micropores, particularly the effects of slip …

Near-space hypersonic vehicles could experience both continuous and rarefied flow
regimes during the flight through atmosphere. The rarefaction effects on hypersonic …

In this work, we present a systematic numerical investigation of the 1: 4 planar expansion
cree** flow under the influence of slip boundary conditions for Newtonian and viscoelastic …

Following the stability analysis method in classic fluid dynamics, a linear stability equation
(LSE) suitable for rarefied flows is derived based on the Bhatnagar–Gross–Krook (BGK) …

A study of optimal temporal and spatial disturbance growths is carried out for three-
dimensional viscous incompressible fluid flows with slippery walls. The non-modal temporal …

The linear stability and energy stability of the plane Poiseuille flow with the isotropic and
anisotropic slip boundary conditions are theoretically analyzed and numerically calculated …

A linear stability investigation is undertaken on the two-dimensional flow that develops in a
channel whose walls are coated with a superhydrophobic material. The surfaces are …

In this paper, the natural transition locations in the flat-plate boundary layers on the
superhydrophobic surfaces are studied by numerical methods. The laminar flow field in the …