Novel H (symCurl)-conforming finite elements for the relaxed micromorphic sequence
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 …
introduced relaxed micromorphic sequence, which can be considered as the completion of …
[HTML][HTML] Polytopal templates for semi-continuous vectorial finite elements of arbitrary order on triangulations and tetrahedralizations
The Hilbert spaces H (curl) and H (div) are employed in various variational problems
formulated in the context of the de Rham complex in order to guarantee well-posedness …
formulated in the context of the de Rham complex in order to guarantee well-posedness …
Intrinsic mixed-dimensional beam-shell-solid couplings in linear Cosserat continua via tangential differential calculus
We present an approach to the coupling of mixed-dimensional continua by employing the
mathematically enriched linear Cosserat micropolar model. The kinematical reduction of the …
mathematically enriched linear Cosserat micropolar model. The kinematical reduction of the …
The von Neumann extension theory for abstract Friedrichs operators
The theory of abstract Friedrichs operators was introduced some fifteen years ago with the
aim of providing a more comprehensive framework for the study of positive symmetric …
aim of providing a more comprehensive framework for the study of positive symmetric …
Formulae and transformations for simplicial tensorial finite elements via polytopal templates
We introduce a unified method for constructing the basis functions of a wide variety of
partially continuous tensor-valued finite elements on simplices using polytopal templates …
partially continuous tensor-valued finite elements on simplices using polytopal templates …
Novel -conforming elements on regular triangulations and Clough--Tocher splits for the planar relaxed micromorphic model
In this work we present a consistent reduction of the relaxed micromorphic model to its
corresponding two-dimensional planar model, such that its capacity to capture …
corresponding two-dimensional planar model, such that its capacity to capture …
Boundary Integral Exterior Calculus
E Schulz - 2022 - research-collection.ethz.ch
In this thesis, we ultimately develop first-kind boundary integral equations for boundary
value problems involving the Hodge--Dirac and Hodge--Laplace operators associated with …
value problems involving the Hodge--Dirac and Hodge--Laplace operators associated with …