This image shows Christina Lienstromberg

Christina Lienstromberg

Jun.-Prof. Dr.

Professor - Head of Research Group on Differential Equations
Institute of Analysis, Dynamics and Modeling
Head of Research Group on Differential Equations

Contact

+49 711 685 65523

Business card (VCF)

Pfaffenwaldring 57
70569 Stuttgart
Germany
Room: 8.560

Office Hours

E-mail me for appointments and inquiries using.

Research field: Applied Analysis

  • Partial differential equations and free-boundary value problems
  • Modelling and analysis of non-Newtonian thin fluid films
  • Rimming flows
  • Data-driven fluid dynamics

Project number 545145736, reference number LI 4544/2-1

 

as part of the Cluster of Excellence EXC 2075 „Data-Integrated Simulation Science“.

25.02.-01.03.2024 Dr. Stefan Schiffer (MPI Leipzig)
25.09.-29.09.2023 Dr. Stefan Schiffer (MPI Leipzig)
02.05.-04.05.2023 Prof. Michael Ortiz (Hausdorf Center for Mathematics Bonn/ California Institute of Technology
27.02.-03.03.2023 Dr. Richard Schubert (Universität Bonn)
26.02.-05.03.2023 Dr. Stefan Schiffer (MPI Leipzig)
27.01.-04.02.2023  Dr. Jonas Jansen (Lund University)
26.01.-04.02.2023 Dr. Katerina Nik (Universität Wien)
22.01.-29.01.2023 Dr. Stefan Schiffer (MPI Leipzig)
08.01.-14.01.2023 Dr. Jonas Jansen (Lund University)
08.01.-11.01.2023 Dr. Gabriele Brüll (Lund University)
01.12.-02.12.2022 Dr. Richard Schubert (Universität Bonn)
20.05.2022 Dr. Richard Schubert (Universität Bonn)

 

Long-Time Behaviour of Solutions to Non-Newtonian Thin-Film Equations,
PDE-Seminar in Delft, 03.11.2022

Long-Time Behaviour of Solutions to Non-Newtonian Thin-Film Equations, Conference "Recent Trends in Fluid Mechanics" at ICMAT Madrid, 26.09.2022

Long-Time Behaviour of Solutions to Non-Newtonian Thin-Film Equations,
Group seminar der "AG Nichtlineare Partielle Differentialgleichungen" at Karlsruhe, 17.05.2022

Research seminar "Seminar on PDE in the Sciences" in Bonn, 08.04.2022

Winter Term 2023/2024

 

Lectures

  • Summer Term 2023: Einführung in die Partiellen Differentialgleichung
  • Winter Term 2022/23: Analytic semigroups and parabolic evolution equations
  • Summer Term 2022: Strongly continuous semigroups and hyperbolic evolution equations.

Seminars

  • Summer 2022: Thin-film flows with non-trivial dynamics (Masterseminar)

Mastertheses:

  • A justification of the thin-film approximation for the Stokes flow (2023)
  • Global Weak Solutions to the Ellis Thin-Film Equation (2022)
  • A free-boundary problem for the Newtonian thin-film equation with mobilities hn, n (1, 2) and some aspects on the non-Newtonian case (2022)
  • Non-Newtonian two-phase thin-film problems; Local Existence, uniqueness and stability (2021)
  • Transport-Reaction Models (2021)
To the top of the page