Chance-constrained optimal control of hyperbolic supply systems
K. Lux1, S. Göttlich2, O. Kolb2
1Technical University of Munich, Germany; 2University of Mannheim, Germany
Cooperative Object Transportation: Modeling, Control Design and Experiments
H. Ebel, P. Eberhard
Institute of Engineering and Computational Mechanics, University of Stuttgart, Germany
Including the Dissipative Properties from Molecular Dynamics Simulations into a Phase Field Model for Wetting
F. Diewald1, M. Heier2, M. Lautenschläger2, S. Stephan2, C. Kuhn3, K. Langenbach2, H. Hasse2, R. Müller1
1Institute of Applied Mechanics, TU Kaiserslautern, Germany; 2Laboratory of Engineering Thermodynamics, TU Kaiserslautern, Germany; 3Computational Mechanics, TU Kaiserslautern, Germany
Automated shape differentiation and optimization using NGSolve
P. Gangl1, K. Sturm2, M. Neunteufel2, J. Schöberl2
1TU Graz, Austria; 2TU Wien, Austria
Shape Optimization in Shape Spaces
K. Welker
Helmut-Schmidt-University, Germany
Reconstruction of quasi-local numerical effective models
A. Caiazzo1, R. Maier2, D. Peterseim3
1WIAS Berlin, Germany; 2Chalmers University of Technology and University of Gothenburg; 3University of Augsburg, Germany
Phase-field modeling of fracture in heterogeneous materials
A. C. Hansen-Dörr, M. Kästner
Institute of Solid Mechanics, TU Dresden, Dresden, Germany
Variational modeling of irreversible effects during solid/solid phase transformations
J. Waimann1, K. Hackl2, S. Reese1, P. Junker3
1Institute of Applied Mechanics, RWTH Aachen University, Germany; 2Institute of Mechanics of Materials, Ruhr-University Bochum, Germany; 3Chair of Continuum Mechanics, Ruhr-University Bochum, Germany
Mathematical analysis and simulation of field models in accelerator circuits
I. Cortes Garcia1,2
1Institut für Teilchenbeschleunigung und Elektromagnetische Felder, Technische Universität Darmstadt, Germany; 2Centre for Computational Engineering, Technische Universität Darmstadt, Germany
Robust Controller Design for Large Sparse Systems
P. Schwerdtner1, T. Mitchell2, M. Voigt3
1Technische Universität Berlin; 2Max Planck Institut, Magdeburg; 3Technische Universität Berlin, Universität Hamburg
A Multiscale Model of Growth Processes in Soft Tissue
L. Lambers1, M. Suditsch1,2, A. Wagner2, T. Ricken1
1Institute of Mechanics, Structural Analysis and Dynamics, Faculty of Aerospace Engineering and Geodesy, University of Stuttgart, Germany; 2Institute of Applied Mechanics, University of Stuttgart, Germany
Adaptive concepts in POD model reduction
C. Gräßle1, M. Hinze2
1Max Planck Institute for Dynamics of Complex Technical Systems; 2University of Koblenz-Landau
Motion design of structures based on a variational formulation
R. Sachse, M. Bischoff
University of Stuttgart, Germany
Microstructural modeling in solid mechanics
L. Scheunemann
University Duisburg-Essen, Germany
A mixed phase-field fracture model - numerical simulation compared to experiments in punctured EPDM strips
K. Mang1, A. Fehse2, N. H. Kröger2,3, T. Wick1
1Leibniz Universität Hannover, Germany; 2Deutsches Institut für Kautschuktechnologie e. V., Hannover, Germany; 3material prediction GmbH, Wardenburg, Germany
Model Order Reduction in Production Engineering
F. Key
TU Wien, Austria
Dislocation density tensors in finite plasticity
T. Kaiser, A. Menzel
Institute of Mechanics, TU Dortmund University, Germany
On a novel a novel approach for modeling liquid crystalline flows
S. Metzger
FAU Erlangen-Nürnberg, Germany
Machine Learning for Nonlinear Dynamics
M. Stender
Hamburg University of Technology, Germany
A Biphasic Fiber Reinforced Model of Articular Cartilage
F. S. Egli1, T. Ricken1, D. M. Pierce2
1Institute of Mechanics, Structural Analysis and Dynamics; Faculty of Aerospace Engineering and Geodesy; University of Stuttgart; Germany; 2Department of Mechanical Engineering; Department of Biomedical Engineering; University of Connecticut; USA
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