A study of the inverse of a free-surface problem.
A subcritical flow over a stepping bottom.
Adaptive modeling for free-surface flows
This work represents a first step towards the simulation of the motion of water in a complex hydrodynamic configuration, such as a channel network or a river delta, by means of a suitable “combination” of different mathematical models. In this framework a wide spectrum of space and time scales is involved due to the presence of physical phenomena of different nature. Ideally, moving from a hierarchy of hydrodynamic models, one should solve throughout the whole domain the most complex model (with...
Development of a particle interaction kernel function in MPS method for simulating incompressible free surface flow.
Identifiability and stability of boundaries in a supercritical free surface flow.
Justification of dipole approximation in the problem of nonlinear wave generation by a submerged sphere.
On a variational method for solving hydrodynamical free boundary problems.
On the three-dimensional Euler equations with a free boundary subject to surface tension
On the tidal motion around the earth complicated by the circular geometry of the ocean's shape.
Sharp estimates of the curvature of some free boundaries in two dimensions.
The motion of the free surface of a liquid