%0 Generic %1 muller2022implementation %A Müller, Alexander %D 2022 %K %R 10.18419/darus-1255 %T Implementation of a Non-linear Reissner-Mindlin Shell Formulation in Matlab %X This dataset contains an finite element implementation of a consistent geometrically non-linear Reissner-Mindlin shell using NURBS as basis functions. The implementation is done using Matlab. The non-linear Reissner-Mindlin model incorporates a unit director field. The interpolation of this field is tackled using interpolation on manifolds, i.e. the director field is interpolated using projection-based finite elements.

@misc{muller2022implementation, abstract = {This dataset contains an finite element implementation of a consistent geometrically non-linear Reissner-Mindlin shell using NURBS as basis functions. The implementation is done using Matlab. The non-linear Reissner-Mindlin model incorporates a unit director field. The interpolation of this field is tackled using interpolation on manifolds, i.e. the director field is interpolated using projection-based finite elements.}, added-at = {2023-08-31T16:10:44.000+0200}, affiliation = {Müller, Alexander/University of Stuttgart}, author = {Müller, Alexander}, biburl = {https://puma.ub.uni-stuttgart.de/bibtex/208a72c5d32610768382e4061f049776d/puma-wartung}, doi = {10.18419/darus-1255}, howpublished = {Software}, interhash = {cafda2e31e2ca116b9b6ff528b3a1f9e}, intrahash = {08a72c5d32610768382e4061f049776d}, keywords = {}, note = {Related to: Müller, A., Bischoff, M. A Consistent Finite Element Formulation of the Geometrically Non-linear Reissner-Mindlin Shell Model. Arch Computat Methods Eng (2022). doi: 10.1007/s11831-021-09702-7}, orcid-numbers = {Müller, Alexander/0000-0003-1365-3265}, timestamp = {2023-08-31T14:10:44.000+0200}, title = {Implementation of a Non-linear Reissner-Mindlin Shell Formulation in Matlab}, year = 2022 }