activity
20172023
most citedTowards higher-order accurate mass lumping in explicit isogeometric analysis for structural dynamics

32 citations · 124 across the 18 of their papers we have counts for

collaborators

20 papers

cs.CE2023★ 7 cited

Fast immersed boundary method based on weighted quadrature

Benjamin Marussig, René Hiemstra, Dominik Schillinger

Combining sum factorization, weighted quadrature, and row-based assembly enables efficient higher-order computations for tensor product splines. We aim to transfer these concepts t…

math.NA2023

Fourier analysis of membrane locking and unlocking

Rene R. Hiemstra, Federico Fuentes, Dominik Schillinger

Membrane locking in finite element approximations of thin beams and shells has remained an unresolved topic despite four decades of research. In this article, we utilize Fourier an…

cs.CE2023

Connecting continuum poroelasticity with discrete synthetic vascular trees for modeling liver tissue

Adnan Ebrahem, Etienne Jessen, Marco F. P. ten Eikelder +3

Computational simulations have the potential to assist in liver resection surgeries by facilitating surgical planning, optimizing resection strategies, and predicting postoperative…

cs.CE2023★ 32 cited

Towards higher-order accurate mass lumping in explicit isogeometric analysis for structural dynamics

Thi-Hoa Nguyen, René R. Hiemstra, Sascha Eisenträger +1

We present a mass lumping approach based on an isogeometric Petrov-Galerkin method that preserves higher-order spatial accuracy in explicit dynamics calculations irrespective of th…

physics.bio-ph2023★ 9 cited

Branching exponents of synthetic vascular trees under different optimality principles

Etienne Jessen, Marc C. Steinbach, Charlotte Debbaut +1

The branching behavior of vascular trees is often characterized using Murray's law. We investigate its validity using synthetic vascular trees generated under global optimization c…

cs.CE2023

A matrix-free macro-element variant of the hybridized discontinuous Galerkin method

Vahid Badrkhani, Rene R. Hiemstra, Michal Mika +1

We investigate a macro-element variant of the hybridized discontinuous Galerkin (HDG) method, using patches of standard simplicial elements that can have non-matching interfaces. C…