Fraunhofer-Institut für Techno- und Wirtschaftsmathematik (ITWM) / Fraunhofer Institute for Industrial Mathematics

Research facility


Location: Kaiserslautern, Germany (DE) DE

ISNI: 000000040494640X

ROR: https://ror.org/019hjw009

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Types of publications

Journal article
Book chapter / Article in edited volumes
Authored book
Translation
Thesis
Edited Volume
Conference contribution
Other publication type
Unpublished / Preprint

Publication year

From
To

Abstract

Journal

Building a Fault Tolerant Application Using the GASPI Communication Layer (2015) Shahzad F, Kreutzer M, Zeiser T, Machado R, Pieper A, Hager G, Wellein G Conference contribution Virtuelle Produktion von Filamenten und Vliesstoffen (2015) Wegener R, Marheineke N, Hietel D Book chapter / Article in edited volumes Asymptotic modeling framework for fiber-flow interactions in a two-way coupling (2014) Cibis T, Marheineke N, Wegener R Book chapter / Article in edited volumes On viscoelastic fiber spinning: Die swell effect in 1d uniaxial UCM model (2014) Lorenz M, Marheineke N, Wegener R Book chapter / Article in edited volumes Efficient simultaion of random fields for fiber-fluid interactions in isotropic turbulence (2014) Hübsch F, Marheineke N, Wegener R Book chapter / Article in edited volumes On simulations of spinning processes with a stationary one-dimensional upper convected Maxwell model (2014) Marheineke N, Lorenz M, Wegener R Journal article, Original article Integration of nonlinear models of flexible body deformation in multibody system dynamics (2014) Schulze M, Dietz S, Burgermeister B, Tuganov A, Lang H, Linn J, Arnold M Journal article, Review article Complex modal analysis for linear beams with Kelvin-Voigt material (2014) Lang H, Linn J, Leyendecker S Conference contribution, Conference Contribution Numerical treatment on non-stationary viscous Cosserat rod in a two-dimensional Eulerian framework (2014) Arne W, Marheineke N, Meister A, Wegener R Book chapter / Article in edited volumes Geometrically exact Cosserat rods with Kelvin-Voigt type viscous damping (2013) Linn J, Lang H, Tuganov A Journal article