The effect of the variations of the permeability tensor on the close-to-the-wall behaviour of a
turbulent channel flow bounded by porous walls is explored using a set of direct numerical …

The modal and non-modal linear stability analyses of a three-dimensional plane Couette–
Poiseuille flow through a porous channel are studied based on the two-domain approach …

A two-domain approach is used to investigate the thermal convection of Poiseuille flow in an
anisotropic and inhomogeneous porous domain underlying a fluid domain. The flow of the …

The linear stability of a liquid flow bounded by slippery and porous walls is studied for
infinitesimal disturbances of arbitrary wavenumbers. The Orr-Sommerfeld type eigenvalue …

We study the instability of plane Poiseuille flow of the viscoelastic second-order fluid in a
homogeneous porous medium. The viscoelastic fluid between two parallel plates is driven …

The linear stability analysis of a plane Poiseuille flow in a channel with anisotropic and
inhomogeneous porous layers is performed. The generalized Darcy equation, along with the …

We examined the linear stability of a Newtonian liquid film flow past a porous inclined plane.
Falling film on inclined permeable planes displays three instability modes: surface, shear …

The present study focuses on the finite amplitude analysis of Poiseuille flow in an
anisotropic and inhomogeneous porous domain that underlies a fluid domain. The nonlinear …

A study of nonmodal and modal stability analyses of a three-dimensional Poiseuille flow
through a channel is performed where the bounding walls are partially covered by …

The hydrodynamic stability against small disturbances of plane Couette flow through an
incompressible fluid-saturated fixed porous medium between two parallel rigid plates is …