The stability of a two-dimensional gravity-driven thin viscous Newtonian fluid with broken
time-reversal-symmetry draining down a uniformly heated inclined plane is discussed. The …

We discuss the effect of odd viscosity on Rayleigh–Taylor instability of a thin Newtonian
liquid film with broken time-reversal symmetry as it flows down a uniformly heated, inclined …

The stability of a thin viscous Newtonian fluid with broken time-reversal-symmetry draining
down a slippery inclined plane is examined. The presence of the odd part of the Cauchy …

Using a linear hydrodynamic theory, we demonstrate that Faraday waves occur in liquid
crystalline fluids. The use of already experimentally known material parameters of a N-(4 …

In this study, we investigated the impact of a rotating magnetic field on the stability of a
thermocapillary flow in a gallium arsenide liquid bridge (Prandtl number Pr= 0.068) situated …

We investigate the Marangoni instability in a thin layer of viscoelastic fluid, confined between
its deformable free surface and a substrate of low thermal conductivity. Following a …

Nonlinear dynamic analysis of a self-rewetting fluid (SRWF) film flowing down the surface of
a vertical cylinder is performed in this paper. The effect of the Biot number, Marangoni …

Viscoelastic liquids are usually blends of a polymeric solute and a Newtonian solvent. In the
presence of a temperature gradient, stratification of these solutes can take place via the …

The present study aims to examine the impact of varying thermal conductivity and viscosity
on the stability of a hybrid nanofluid saturated in an asymmetrically heated channel. The …

The characteristics of thermosolutocapillary flow bifurcations and pattern evolutions of binary
fluid in a rotating cylinder with a top disk on the free surface are investigated through three …