|
|
Prof.dr. Stefan Balint
| Speaker: |
Prof.dr. Stefan Balint (West University of Timisoara)
|
| Date: |
Wednesday March 19, 2008
|
| Title: |
Second order
nonlinear differential equations describing convex equilibrium
capillary surfaces
|
Abstract
|
The aim
of this talk is to present special boundary value problems for some
second order nonlinear differential equations describing equilibrium
capillary surfaces, occurring in shaped crystal growth from the melt.
Necessary or sufficient conditions are given, in terms of the pressure
difference p across the capillary surface, for the existence of convex
solutions of the considered boundary value problems. This kind of
results can be useful in experiment and manufacturing technology design.
|
|
