Yield stress fluids are encountered in a wide range of applications: toothpastes, cements,
mortars, foams, muds, mayonnaise, etc. The fundamental character of these fluids is that …

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 …

We present linear stability analysis of a pressure-driven flow in a fluid-layer overlaying
porous media in the presence of a Couette component introduced by an upper impermeable …

通过求解经典OS 方程(LST), 扩展的OS 方程(EOS) 和线性抛物化稳定性方程(LPSE),
对展向无限长, 后掠角25, 迎角0, 来流Mach 数0.8, 单位Reynolds 数6.79× 106/m …

This paper performs a linear stability analysis to investigate the stability of plane Poiseuille–
Couette flow in a fluid layer overlying a porous medium saturated with the same fluid. The …

Stability characteristics of a pressure-driven Poiseuille type flow are explored in a horizontal
channel with porous walls. The flow is modified with a thermal gradient, and the temperature …

We investigate the temporal stability analysis of a two-layer flow inside a channel that is
driven by pressure. The channel consists of a fluid layer overlying an inhomogeneous and …

Stabilization schemes in wall-bounded flows often invoke fluid transpiration through porous
boundaries. While these have been extensively validated for external flows, their efficacy in …

The implication of a uniform horizontal throughflow on the linear stability of buoyancy-driven
convection in a vertical fluid layer is studied. The vertical boundaries of the fluid layer are …

Linear stability analysis of generalized Couette–Poiseuille flow: the neutral surface and critical
properties Page 1 J. Fluid Mech. (2024), vol. 995, R3, doi:10.1017/jfm.2024.611 Linear stability …