Lisa Julia Nebel

© Nebel

Until December 2023, I was working as a research associate in the group of Oliver Sander at the Institute of Numerical Mathematics, TU Dresden.

On December 8th, 2023, I successfully defended my PhD thesis on Formation of Wrinkles on a Coated Substrate and received the final grade magna cum laude.

Research:

• Development of solvers for Partial Differential Equations on manifolds in C++ using the dune libraries (GITLAB)
• Publications (OrchID, ResearchGate):
  • A geometrically nonlinear Cosserat shell model for orientable and non-orientable surfaces: Discretization with geometric finite elements
  • Simulations for Regularity for a geometrically nonlinear flat Cosserat micropolar membrane shell with curvature
  •  Exploring Plasmonic Resonances Toward “Large-Scale” Flexible Optical Sensors with Deformation Stability  in Advanced Functional Materials
  •  Controlling line defects in wrinkling: a pathway towards hierarchical wrinkling structures in Soft Matter
• Talks:
  • 'Formation of wrinkles in a bi-layer system using manifold-valued finite elements', slides, GAMM 2023, Dresden, Germany, May 30 - June 2, 2023
  • 'Formation of wrinkles in a bi-layer system using manifold-valued finite elements' , slides, SPAM Seminar, Dresden, Germany, January 26, 2023
  • 'Manifold-valued finite elements: Construction by generalizing Lagrange interpolation and applications', slides, PDE-Afternoon of the SFB 'Taming Complexity in Partial Differential Systems' TU Viena, Viena, Austria, December 7, 2022
  • 'Formation of wrinkles in a bi-layer system', slides, Finite Element Symposium 2022, Herrsching am Ammersee, Germany, September 15 - 17, 2022, awarded 'Best Talk by a Young Researcher'
  • 'Container use on Taurus: FEM simulations with the DUNE framework in C++', slides, NHR Container Workshop, December 13, 2021
  • 'Numerical treatment of a geometrically nonlinear Cosserat shell model with nonplanar stress-free configuration', slides, SPAM Seminar, Dresden, Germany, January 28, 2021
  • 'Vorhersage der Zeitreihe 'Sonnenflecken' mit neuronalen Netzen im Vergleich mit klassischen Methoden', slides, Seminar Maschinelles Lernen, Dresden, Germany, January 30, 2020
  • 'Formation of wrinkles on a coated elastic substrate', slides, Workshop Dresden - Praha - Wrocław, Prague, Czech Republic, September 25 - 27, 2019
  • 'Formation of wrinkles on a coated elastic substrate', Finite Element Symposium 2019, Mülheim, Germany, September 9 - 11, 2019

• Organizer of the Minisyposium "Computational treatment of slender structures allowing for large rotations" at the GACM Conference 2023

• Organizer of the SNOW Seminar 2023 and SNOW Seminar 2021

Teaching:

• Winter 2022/2023: Teaching Assistant for "Mathematik 1"
• Summer 2022: Course Assistant for "Numerische Mathematik - Fortgeschrittene Verfahren", Teaching Assistant for for "Mathematik 3 - II"
• Winter 2021/2022: Teaching Assistant for "Mathematik 3"
• Summer 2021: Course Assistant for "Optimierung und Numerik II"
• Winter 2020/2021: Teaching Assistant for "Mathematik 3"
• Summer 2020: Teaching Assistant for "Mathematik 2"
• Winter 2019/2020: Teaching Assistant for "Mathematik 1"
• Summer 2019: Teaching Assistant for "Numerische Mathematik 2"
• Winter 2018/2019: Teaching Assistant for "Mathematik 1"