1,071 to 1,080 of 1,194 Results
Sep 16, 2024 -
Data for: Phase transition in porous materials - Effects of material parameters and deformation regime on mass conservativity
Tabular Data - 780 B - 7 Variables, 7 Observations - UNF:6:DBy23T3wLp09gdEhiOFKXg==
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Sep 16, 2024 -
Data for: Phase transition in porous materials - Effects of material parameters and deformation regime on mass conservativity
Tabular Data - 778 B - 7 Variables, 7 Observations - UNF:6:STYvv4pAM6eoYEswWfxjEA==
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Sep 16, 2024 -
Data for: Phase transition in porous materials - Effects of material parameters and deformation regime on mass conservativity
Tabular Data - 791 B - 7 Variables, 7 Observations - UNF:6:ERYkOVwMpKTYFOBT6ijjWw==
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Sep 16, 2024 -
Data for: Phase transition in porous materials - Effects of material parameters and deformation regime on mass conservativity
Tabular Data - 758 B - 7 Variables, 7 Observations - UNF:6:GPqdArjyANiOxfGPA69mwA==
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Sep 16, 2024 -
Data for: Phase transition in porous materials - Effects of material parameters and deformation regime on mass conservativity
Tabular Data - 761 B - 7 Variables, 7 Observations - UNF:6:vHsZXyfkeZPwEzDmZixIJg==
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Sep 16, 2024 - Model Order Reduction & Numerics
Brodbeck, Maximilian; Bertrand, Fleurianne; Ricken, Tim, 2024, "dolfinx_eqlb v1.0.0", https://doi.org/10.18419/DARUS-4459, DaRUS, V1
dolfinx_eqlb is an open source library, extending FEniCSx by local flux equilibration strategies. The resulting H(div) conforming fluxes can be used for the construction of adaptive finite element solvers for the Poisson problem [1], elasticity [2][3][4] or poro-elasticity [5][6]. The flux equilibration relies on so called patches, groups of all ce... |
Sep 16, 2024 -
dolfinx_eqlb v1.0.0
Gzip Archive - 1.5 GB -
MD5: a3e56b2c985d2b91a30ecf506a97c7e1
The Docker container of dolfinx_eqlb of version v1.0.0 |
Sep 16, 2024 -
dolfinx_eqlb v1.0.0
Gzip Archive - 104.4 KB -
MD5: d3ee6f8161694f85e6bdb8a743379830
The source code of version v1.0.0 |
Aug 29, 2024
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Aug 6, 2024 - Computational Biomechanics
Suditsch, Marlon; Egli, Franziska S.; Lambers, Lena; Wagner, Arndt; Ricken, Tim, 2024, "biphasic-kinematic-growth", https://doi.org/10.18419/DARUS-4361, DaRUS, V1
This dataset contains the code and produced result files for the investigations presented in Suditsch et al. (DOI-LINK). In this work a biphasic model in the framework of the Theory of Porous Media (doi:10.1007/978-3-662-04999-0) is combined with a kinematic description according to Rodriguez et al. (doi:10.1016/0021-9290(94)90021-3). The script co... |