63.6k citations
Counting papers with at most 25 authors, so collaboration author lists do not stand in for the people here.
- T. Rabczuk2 profiles99 · h 130
- B. Mortazavi45 · h 59
- X. Zhuang28 · h 86
- Benno Stein2 profiles20 · h 63
- Jin-Wu Jiang19 · h 53
- Harold S. Park13 · h 64
- Martin Potthast2 profiles13 · h 53
- Meysam Makaremi13 · h 19
- M. Shahrokhi12 · h 34
- Matthias Hagen2 profiles11 · h 34
- C. Anitescu9 · h 32
- G. Cuniberti2 profiles9 · h 70
- Tongji UniversityCN39 papers
- Leibniz University HannoverDE28 papers
- Ton Duc Thang UniversityVN26 papers
- Korea UniversityKR15 papers
- Boston UniversityUS13 papers
- Leipzig UniversityDE11 papers
- Technische Universität DresdenDE10 papers
- University of TorontoCA10 papers
- Friedrich Schiller University JenaDE9 papers
- Max Bergmann Zentrum für BiomaterialienDE9 papers
- Technical University of MunichDE8 papers
- Institut Català d'Investigació QuímicaES7 papers
4 papers · 2 filters
A Memory Efficient Adjoint Method to Enable Billion Parameter Optimization on a Single GPU in Dynamic Problems
Leon Herrmann, Tim Bürchner, László Kudela +1
Dynamic optimization is currently limited by sensitivity computations that require information from full forward and adjoint wave fields. Since the forward and adjoint solutions ar…
Generalized eigenvalue stabilization for immersed explicit dynamics
Tim Bürchner, Lars Radtke, Sascha Eisenträger +4
Explicit time integration for immersed finite element discretizations severely suffers from the influence of poorly cut elements. In this contribution, we propose a generalized eig…
A CFL condition for the finite cell method
Tim Bürchner, Lars Radtke, Philipp Kopp
Immersed boundary finite element methods allow the user to bypass the potentially troublesome task of boundary-conforming mesh generation. When combined with explicit time integrat…
On the efficiency of explicit and semi-explicit immersed boundary finite element methods for wave propagation problems
Tim Bürchner, Lars Radtke, Philipp Kopp +3
Immersed boundary methods have attracted substantial interest in the last decades due to their potential for computations involving complex geometries. Often these cannot be effici…