Resumen
In this talk, we discuss how classical conformal mapping techniques can be applied to the study of nonlinear water waves over variable bathymetry. The fluid is assumed to be ideal—incompressible, of constant density, and governed by irrotational flow (or rotational flow with constant vorticity)—so that the problem is formulated within potential theory. We consider scenarios where the seabed depends only on the spatial coordinate, as well as cases where the bottom is timedependent. In this context, we examine classical problems such as tsunami generation by submarine landslides and the propagation of coupled current–wave systems.
Ponente
Dr. Marcelo Flamarion
Pontificia Universidad Católica del Perú
Informes
luis.lopez@mym.iimas.unam.mx
daniel.castanon@iimas.unam.mx