Leibniz Group "Modeling of Damage Processes"
Material Modeling Seminar
Organizers:
Prof. Dr. W. Dreyer, Dr. D. Knees, Prof. Dr. W. König, Dr. Ch. Kraus, Prof. Dr. A. Mielke
Place/Time: WIAS, Weierstrass lecture room (4th floor), Wednesdays, 10-12 a.m.
Contact: Dr. D. Knees
16.05.2013, 10 a.m., 4.13 (HVP)
Dr. Martin Kruzik (Institute of Information Theory and Automation, Prague)
Thermodynamically-consistent mesoscopic model of the ferro/paramagnetic transition
16.05.2013, 11 a.m., 4.13 (HVP)
Dr. Giuliano Lazzaroni (Universität Würzburg, Germany)
Dislocations in nanowire heterostructures: from discrete to continuum
30.01.2013
Martin Heida (Technical University of Dortmund, Germany)
Thermodynamic modeling of fluid interfaces
16.01.2013 1.30 p.m., WIAS, ESH
Michiel Renger (TU Eindhoven, Netherlands)
Time reversibility and entropic gradient flowsAbstract
19.12.2012
Tristan Pryer (University of Kent, UK)
Some geometric properties of discontinuous Galerkin finite element methods with applications to imaging and fluid flow
12.12.2012
Jens Wohlgemuth (MPI Leipzig, Germany)
Study of a model for reference-free plasticityAbstract
05.12.2012
Dario Götz (University of Darmstadt, Germany)
L^p-theory for non-Newtonian fluids
21.11.2012
Thomas Müller (University of Freiburg, Germany)
Scalar Conservation Laws on constant and time-dependent Riemannian manifoldsAbstract
31.10.2012
Christian Heinemann (WIAS, Berlin)
Existence of weak solutions for rate-dependent complete damage processes
17.10.2012 1.30 p.m., WIAS, room 406
Filip Rindler (University of Cambridge, UK)
Directional oscillations and concentrations via microlocal compactness forms
05.09.2012 10 a.m., WIAS, room 406
Dr. Chiara Zanini (Politecnico di Torino, Italy)
From finite to linear elastic fracture mechanics by scaling
11.07.2012
Dr. Yasemin Sengul (Oxford University, UK)
Quasistatic nonlinear viscoelasticity and gradient flows
30.05.2012
Dr. Sebastian Heinz (WIAS Berlin)
Rigorous derivation of a dissipation for laminate microstructures
23.05.2012
Pascal Gussmann (WIAS Berlin)
Linearized elasticity as Gamma-limit of finite elasticity in case of cracks
25.04.2012
Manuel Friedrich (TopMath, TU München)
From atomistic to continuum theory for brittle materials: A two-dimensional model problem
18.04.2012
Dr. Rüdiger Müller (WIAS Berlin)
Numerical method for a damage model with phase separation
01.02.2012
Dr. Sabine Jansen (WIAS Berlin)
Cluster size distributions in statistical mechanics
16.11.2011
Dr. Yue Zhang (Michelin Americas Research and Development Company)
Mathematical modeling and numerical simulations on some tire-related problems
02.11.2011
Prof. Dr. Wolfgang König (WIAS Berlin)
Eigenvalue order statistics and mass concentration in the parabolic Anderson model
19.10.2011
Dr. Sergio Alonso (Physikalisch-Technische Bundesanstalt, Berlin)
Effective medium theory for randomly heterogeneous reaction-diffusion media
14.09.2011
Dr. Stefan Adams (University of Warwick, UK)
Random field of gradients
13.07.2011
Prof. Dr. Miroslav Grmela (École Polytechnique Montréal, Canada)
Geometry of mesoscopic dynamics and thermodynamics
07.07.2011 - Attention, this talk starts at 10 a.m., ESH
Mirko Kränkel (Universität Freiburg)
A local discontinuous Galerkin method for a compressible phasefield model
19.05.2011
Dr. Elena Bonetti (Universita degli Studi di Pavia, Italy)
Dissipation in domains and on interfaces
16.03.2011
Dr. Sebastian Heinz (WIAS Berlin)
On a model in crystal plasticity that describes the evolution of the material anisotropy
21.02.2011 - Attention, this talk starts at 11 a.m.
Dr. Riccarda Rossi (University of Brescia, Italy)
WED functionals for gradient flows in metric spaces: The convex case
09.02.2011
Prof. Dr. Laetitia Paoli (Université de Saint-Etienne, Laboratoire de Mathématiques, France)
Asymptotic behaviour of a micropolar fluid flow in a thin domain with a rough boundaryAbstract:
Motivated by lubrication problems, we study the behavior of a micropolar fluid flow in a 2D domain which thickness is of order ε. We prove first the existence and uniqueness of a solution for the (Pε) problem and we establish a priori estimates. Then we use the two-scale convergence technique to pass to the limit and we prove that the limit problem admits a unique solution.
02.02.2011
Dr. Tomáš Roubíček (Charles University, Mathematical Institute, Prague/Czech Republic)
Perfect plasticity at small strains and its thermodynamics
26.01.2011
Prof. Dr. Andreas Schröder (Humboldt-Universität zu Berlin, Institut für Mathematik)
Numerical analysis for a vanishing viscosity fracture model