In this work we construct novel H (sym Curl)-conforming finite elements for the recently
introduced relaxed micromorphic sequence, which can be considered as the completion of …

In this work we develop new finite element discretisations of the shear-deformable Reissner–
Mindlin plate problem based on the Hellinger–Reissner principle of symmetric stresses …

The relaxed micromorphic model is a generalized continuum model that is well-posed in the
space X=[H 1] 3×[H (curl)] 3. Consequently, finite element formulations of the model rely on …

A general method for calculating mass and stiffness matrices of-conforming finite elements
(FEs) is proposed. It applies to curvilinear geometries and/or inhomogeneous materials …

Eine neuartige Diskretisierung der Reissner-Mindlin-Plat-tengleichung, die für den
symmetrischen Momententensor Hu-Zhang-Elemente und für die Schubspannungen …

• The fourth order tensor Cc∈ R3× 3× 3× 3 accounts for infinitesimal rotations Cc: so (3)→
so (3), where so (3) is the space of skew-symmetric matrices• The functional has a unique …