學術演講-Asymptotic analysis for a class of size-modified Poisson-Boltzmann equations with small Debye l
Abstract:
In this talk, a class of Poisson-Boltzmann equations with finite size effects are
introduced. To briefly study these models, we are going to focus on the case of one
cation and one anion species and formally derive a limiting form of these models which
are more general than a famous model called MPB equation. In particular, when the size
of all ions are the same, we show that solutions of the present model and the MPB
equation have the same asymptotic behavior in the limit of zero Debye length.
Tea Time: 3:30PM, R707