More than 3.5 billion people live in rural areas, where water and water energy resources
play an important role in ensuring sustainable and productive rural economies. This article …

In this review article, we exemplify the use of stability analysis tools to rationalize pattern
formation in complex media. Specifically, we focus on fluid flows, and show how the …

We provide an overview of current techniques and typical applications of numerical
bifurcation analysis in fluid dynamical problems. Many of these problems are characterized …

Capillarity is the familiar manifestation of the cohesion of liquids. Since Laplace (Traité de
mécanique céleste, vol. IV, supplément au livre X: Sur l'action capillaire, 1805, pp. 1–65), we …

Falling film flow and heat transfer are extensively encountered in various industries of
renewable and sustainable energy due to the outstanding heat transfer performance. The …

The presence of electric fields in immiscible multifluid flows induces Maxwell stresses at
sharp interfaces that can produce electrohydrodynamic phenomena of practical importance …

A gravity-driven, thin, incompressible liquid film flow on a non-uniformly heated, slippery
inclined plane is considered within the framework of the long-wave approximation method. A …

The propagation of capillary waves on material interfaces between two fluids imposes a
strict constraint on the numerical time-step applied to solve the equations governing this …

The aim of the present study is to investigate the linear and nonlinear wave dynamics of a
falling incompressible viscous fluid when the fluid undergoes an effect of odd viscosity. In …

In this study, we focus on the problem of hydrodynamic instability of a thin, viscous,
Newtonian liquid film with broken time-reversal-symmetry flowing down along the surface of …