| Description
general research area:
The
Bonn team is interested in pattern formation
in physical systems. The applications are
micromagnetics, viscous thin films, polymer
dynamics, crystal growth and phase transitions.
Motivation is the qualitative or quantitative
understanding of concrete phenomena in these
systems. Starting point for the analysis
are mostly multi--scale continuum models.
Methods are theoretical analysis (both asymptotic
and rigorous) and numerical simulation.
|
Description
particular research topics for MULTIMAT:
The
contribution of the Bonn team to MULTIMAT
is in .
One
of the topics to be considered is the cross-tie
wall in ferromagnetic thin films. The cross-tie
wall is a periodic microstructure of Néel
walls (see the experimental figure below).
The goal is to understand the mechanisms
which determine its length scale. Recent
theoretical analysis is to be refined and
complemented by numerical simulation to
allow for a quantitative comparison with
experiments.

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| Available
positions:
Early
Stage Researchers
Preference
is given to Masters in Mathematics or Physics.
The candidate should have some expertise
in multi--scale modeling, and scientific
computing or theoretical analysis (e.g.
areas like calculus of variations, partial
differential equations, and tools as matched
asymptotic expansions, homogenization).
Experienced
Researchers
Preference
is given to PhD's in Mathematics or Physics
with knowledge in materials science.
The candidate should have a solid expertise
in multi--scale modeling, and scientific
computing or theoretical analysis (e.g.
areas like calculus of variations, partial
differential equations, and tools as matched
asymptotic expansions, homogenization).
For detailed information
on all presently available MULTIMAT job
opportunities, please visit Cordis
|
|
|
Electron
Microscopy for Materials Science, University of
Antwerp, Belgium (
Coordinator
) |
Max
Planck Institute for Mathematics in the Sciences,
Leipzig, Germany |
Mathematical
Institute, University of Oxford, UK |
Department
of Mathematical Methods and Models for Scientific
Applications, University of Padova, Italy |
Centre
of Applied Mathematics, Ecole Polytechnique, Paris,
France |
Department
of Earth Sciences, University of Cambridge, UK
|
Structure
and Constituents of Matter, University of Barcelona,
Spain |
Laboratory
of Microstructures, ONERA, Châtillon, France
|
Institute
for Applied Mathematics, Mathematical Methods in
Physics, Rheinische Friedrich-Wilhelms-University,
Bonn, Germany |
Institute
of Physics, Academy of Sciences,
Prague, Czech Republic
|
Department
of Physics and Astronomy, University of Glasgow,
UK |
Aerospace
Engineering and Mechanics, University of Minneapolis,
USA |
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