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Michal Habera
Michal Habera
Department of Engineering, University of Luxembourg
在 karlin.mff.cuni.cz 的电子邮件经过验证
标题
引用次数
引用次数
年份
DOLFINx: The next generation FEniCS problem solving environment
IA Barrata, JP Dean, JS Dokken, M Habera, J HALE, C Richardson, ...
322023
Modelling of a free-surface ferrofluid flow
M Habera, J Hron
journal of Magnetism and Magnetic Materials 431, 157-160, 2017
132017
The influence of magnetic field on free surface ferrofluid flow
M Habera, M Fabian, M Šviková, M Timko
Magnetohydrodynamics 49 (3–4), 402-406, 2013
102013
FEniCSX: A sustainable future for the FEniCS project
M Habera, JS Hale, CN Richardson, J Ring, ME Rognes, N Sime, ...
SIAM PP20 Minisymposium: Improving Productivity and Sustainability for …, 2020
92020
Symbolic spectral decomposition of 3x3 matrices
M Habera, A Zilian
arXiv preprint arXiv:2111.02117, 2021
32021
High‐performance modeling of concrete ageing
M Habera, A Zilian
PAMM 19 (1), e201900088, 2019
12019
XDMF and ParaView: checkpointing format
M Habera, A Zilian, J Hale, C Richardson, J Blechta, D Dave
FEniCS 2018 conference, 2018
12018
The FEniCS Project on AWS Graviton3
M Habera, J HALE
2023
Nonlinear local solver
M Habera, A Zilian
FEniCS 2022, 2022
2022
Nonlinear analysis of thin-walled structures based on tangential differential calculus with FEniCSx
A Zilian, M Habera
2022
dolfiny: Convenience wrappers for DOLFINx
A Zilian, M Habera
FEniCS 2021 conference, 2021
2021
Scalable computational modelling of concrete ageing and degradation
M Habera
Unilu-University of Luxembourg, Luxembourg, 2021
2021
Modelling of concrete and cementitious materials
A Zilian, M Habera
2021
Numerical simulation of ferrofluids
M Habera
Charles University in Prague, Faculty of Mathematics and Physics, 2015
2015
Discontinuous solution of the Laplace equation in a mixed finite element method and level-set setting
M HABERA, O SOUCEK, J MALEK, J HRON
University of Luxembourg, 12-14 June 2017, 0
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