… Euler equation, we prove existence locally in time when the Rayleigh–Taylor condition is
initially satisfied for a 2D interface. The result for water waves was first obtained by Wu in a …

… Rayleigh–Taylor instability at a spherical interface separating two different homogeneous
regions of incompressible viscous fluids … radial acceleration at the interface and the density …

… the geometric properties of the interface is the Gibbs–Thomson equation (Volmer 1939). The
goal of this work is to extend the understanding of the Rayleigh–Taylor instability to account …

… of fluid interfaces at rest subjected to Rayleigh–Taylor type of instabilities has been attempted.
The objective is to predict stability of interface … effects for different fluid combinations. It is …

… Here, we consider three limiting cases: two inviscid fluids, fluid/fluid interface for small B,
and the fluid/vacuum interface, which will be considered in some detail in Sec. IV. …

… of the Rayleigh-Taylor instability can be retrieved … interface is inversely proportional to
the surface tension, and the stronger surface tension limits the development of the Rayleigh-Taylor …

… For solid/fluid and solid/solid interfaces, the locus of the … / fluid interfaces, two configurations
with distinct A can have the same m a behavior that does not occur at solid/solid interfaces. …

… fluids, respectively. The typical evolution of the fluid interface in the threedimensional
Rayleigh–Taylor … Presented in the figure are views of the interface from both the heavy-fluid side …

… interface is determined only by the normal component of the fluid velocity, the motion of the
interface … add any tangential velocity to the motion of the interface, with the hope that this will …

… Much research has been conducted on the RayleighTaylor instability (RTI) in solids [1–15]. …
In that manner it can give place to a solid-liquid interface on which RTI would eventually …