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Seminar: "Thin Films - Free Boundary Problems", summer term 2015

Thin films, liquid or solid, play an increasing role in various application fields relating to nanotechnology, microfluidics, including organic and inorganic thin-film solar cells. Mathematical modeling and numerical simulation of the dynamics of the (often free) interfaces is crucial for understanding and optimizing production processes and functionality for the development of new materials.

Organisation
Coordinator
Prof. Dr. Barbara Wagner
Lecture-number
3236 L 328
Dates and room

Tuesday, 12 - 2 pm, room 645
(see below)
Content
In this seminar guests, members of staff and students will discuss and present research results arising in spreading and dewetting problems of microfluidics, pattern formation and organization of arrays of droplets, growth and dynamics of so-called quantum-dots and more.
Target group
Dates
Date
Time
Room
Speaker
Title
14.04.15
12:15 pm
MA 645
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First meeting with the participants
21.04.15
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shifted
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27.04.15
12:15 pm
MA 645
Prof. Barbara Wagner
Asymptotic analysis of free boundary problems and thin films I
05.05.15
12:15 pm
MA 645
Prof. Barbara Wagner
Asymptotic analysis of free boundary problems and thin films II
12.05.15
12:15 pm
MA 645
Dr. Sebastian Jachalski
Including viscoelasticity in the modeling of thin liquid films
19.05.15
12:15 pm
MA 645
Dr. Esteban Meca
Si electrodes for Li-ion butteries: Phase-field modeling
26.05.15
12:15 pm
MA 645
Sibylle Bergmann
Thermodynamically-consistent phase-field models for solidificiation
02.06.15
12:15 pm
MA 645
Peter Guralczyk
Auf Wavelets basierende Ginzburg-Landau Energie
09.06.15
12:15 pm
MA 645
Philipp Petersen
Shearlet systems on bounded domains
16.06.15
12:15 pm
MA 645
Tobias Ahnert
Connections between multi and single-phase viscoplastic models
23.06.15
12:15 pm
MA 645
Marion Dziwnik
The anisotropic Cahn-Hilliard equation
30.06.15
12:15 pm
MA 645
Fabian Moenkeberg
2d narrow escape problem for finite volume particles and its numerical simulation
07.07.15
12:15 pm
MA 645
Sylva Rossberg
Numerics for the 2-phase-model with singular shocks
14.07.15
12:15 pm
MA 645
Carlo Cassina
Reaction-diffusion equation describing morphogenesis - Wavelet stability of stationary wave solutions in a one dimensional model

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