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Peiraviminaei, Amir;Gupta, Shubhangi;Wohlmuth, Barbara
Numerical modeling of gas hydrate recycling in complex media: Implications for gas migration through strongly anisotropic layers
Earth and Space Science Open Archive
2022
37
Bayat, H. R.;Krämer, J.;Reese, S.;Wieners, C.;Wohlmuth, B.;Wunderlich, L.
Hybrid Discretizations in Solid Mechanics for Non-linear and Non-smooth Problems
1--35
Non-standard Discretisation Methods in Solid Mechanics
Schröder, Jörg;Wriggers, Peter
Springer International Publishing
2022
Khristenko, Ustim;Constantinescu, Andrei;Tallec, Patrick Le;Wohlmuth, Barbara
Statistically equivalent surrogate material models: Impact of random imperfections on the elasto-plastic response
Computer Methods in Applied Mechanics and Engineering
2022
115278
Mazzieri, Ilario;Muhr, Markus;Stupazzini, Marco;Wohlmuth, Barbara
Elasto-acoustic modeling and simulation for the seismic response of structures: The case of the Tahtali dam in the 2020 Izmir earthquake
Journal of Computational Physics
2022
466
111411
Singh, Tanu;Gupta, Shubhangi;Chiogna, Gabriele;Krause, Stefan;Wohlmuth, Barbara
Impacts of Peak-Flow Events on Hyporheic Denitrification Potential
Water Resources Research
2022
58
3
e2021WR031407
Fritz, Marvin;Rajendran, Mabel L.;Wohlmuth, Barbara
Time-fractional Cahn–Hilliard equation: Well-posedness, degeneracy, and numerical solutions
Computers & Mathematics with Applications
2022
108
66-87
Hesch, Christian;Khristenko, Ustim;Krause, Rolf;Popp, Alexander;Seitz, Alexander;Wall, Wolfgang;Wohlmuth, Barbara
Frontiers in Mortar Methods for Isogeometric Analysis
405--447
Non-standard Discretisation Methods in Solid Mechanics
Schröder, Jörg;Wriggers, Peter
Springer International Publishing
2022
Kaltenbacher, Barbara;Khristenko, Ustim;Nikoli?, Vanja;Rajendran, Mabel Lizzy;Wohlmuth, Barbara
Determining kernels in linear viscoelasticity
Journal of Computational Physics
2022
111331
Muhr, Markus
Numerical methods and applications in nonlinear acoustics and seismology: Medical ultrasound and earthquake simulations
2022
Dissertation
214 p.
Fritz, Marvin
Well-posedness of nonlocal and mixed-dimensional phase-field models applied to tumor growth
2022
Dissertation
240 p.
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