The Cahn-Hilliard equation with dynamic boundary conditions
Prof. A. Miranville (Université de Poitiers, France)
Our aim in this talk is to discuss the Cahn-Hilliard equation
for phase separation endowed with dynamic boundary conditions.
Such boundary conditions have been proposed in order to account
for the interactions with the walls. In particular, we can prove
the existence and uniqueness of solutions for a large class of
potentials, including logarithmic potentials. Furthermore, for
general potentials, we can construct finite dimensional attractors.