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Projekte 2023/2026

  1. Fine Properties and Applications of Thin-Sheet Folding (An?trag?stel?ler:?Bartels, S?ren?;??Hornung, Peter)
  2. Novel Approaches for the Multidimensional Convexification of Inelastic Variational Models for Fracture (An?trag?stel?ler:?Balzani, Daniel?;??Peter, Malte Andreas?;??Peterseim, Daniel)
  3. Multiscale systems of plasticity in a data-driven perspective (An?trag?stel?ler: Bartel, Thorsten?;??Schweizer, Ben)
  4. Variational model order reduction for the prediction of plastic events in disordered materials (An?trag?stel?ler: Bamer, Franz ; Stamm, Benjamin)
  5. Robust structures in compliance minimization (An?trag?stel?ler:?Bella, Peter?;??Wirth, Benedikt)
  6. Variational quantitative phase-field modeling and simulation of powder bed fusion additive manufacturing (An?trag?stel?ler: Brunk, Aaron ;??Xu, Bai-Xiang)
  7. Modeling and Analysis of Adhesion Hysteresis Between Rough Surface (An?trag?stel?ler: ?Dondl, Patrick?;??Pastewka, Lars)
  8. Variational modeling of parameter-dependent plasticity - relaxation approaches and numerical concepts (An?trag?stel?ler:?Dolzmann, Georg?;??Hackl, Klaus)
  9. Coordination (An?trag?stel?ler:?Dolzmann, Georg)
  10. Geometric nonlinearities in PDEs for Cosserat elasticity (An?trag?stel?ler:?Gastel, Andreas)
  11. Variational Formulations in the Non-Isothermal Thermo-Chemo-Mechanics of Nonlinear Materials: Co-Design of Theoretical Model?Development and Parallel Solvers – Phase 2 (An?trag?stel?ler: ?Kiefer, Ph.D., Bj?rn?;??Rheinbach, Oliver)
  12. Rate-independent systems in solid mechanics and their coupling with other dissipative systems (An?trag?stel?ler: ?Knees, Dorothee?;??Mosler, J?rn)
  13. A variational scale-dependent transition scheme: From Cauchy elasticity to the relaxed micromorphic continuum (An?trag?stel?ler:?Neff, Patrizio?;??Scheunemann, Lisa?;??Schr?der, J?rg)
  14. Regularity and Scaling of Wild Microstructures in the Modelling of Shape-Memory Alloys (An?trag?stel?ler:?Rüland, Angkana)
  15. Project on atomistic and continuum fracture models for nanorods: equilibria and dynamics (An?trag?stel?ler: Schmidt, Bernd)
  16. Nonlinear Fracture Dynamics: Modeling, Analysis, Approximation, and Applications (An?trag?stel?ler:?Thomas, Marita?;??Weinberg, Kerstin?;??Wieners, Christian)

  1. STARTSEITE UR

Fakult?t für Mathematik

Lehrstuhl VI

Prof. Dr. Georg Dolzmann

Regensburg Rechts
Kontakt

Geb?ude M, Zi. 227
Telefon 0941 943 2698

Sekretariat:
Andrea Kotzulla
Geb?ude M, Zi. 218
Telefon 0941 943 2598