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 study examines the impact of the odd component of the Cauchy stress tensor, linked to
the breakdown of time-reversal symmetry, on the linear instability analysis of a viscous fluid …

Faraday waves arise in fluid systems with free surfaces subject to vertical oscillations of
sufficient strength due to parametric resonance. The odd viscosity is a peculiar part of the …

The stability and dynamics of a gravity-driven, viscous, Newtonian, thin liquid film with
broken time-reversal symmetry draining down a nonuniformly heated inclined plane in the …

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 …

In this paper, an analysis of linear and weakly nonlinear stability for an odd-viscosity-
induced shear-imposed falling film over an inclined plane is performed. Using the …

Stress-strain constitutive relations in solids with an internal angular degree of freedom can
be modeled using Cosserat (also called micropolar) elasticity. In this paper, we explore …

It is well known that thermal field would cause instability on a two-fluid interface due to the
Marangoni effect. This phenomenon is also referred to as thermocapillary flow. A thin …

Hydrodynamic instability and formation of waves for thin viscous film flowing down a slippery
inclined substrate with broken time-reversal-symmetry have been discussed in this present …