This paper provides a detailed review of the global/local non-intrusive coupling algorithm.
Such method allows to alter a global finite element model, without actually modifying its …

This work addresses an efficient Global–Local approach supplemented with predictor–
corrector adaptivity applied to anisotropic phase-field brittle fracture. The phase-field …

The prediction of yarn buckling and distortions require detailed modelling of the fabric and
yarns deformations on the meso-level (level of the interlacing structure). In the current …

A Local/global non-intrusive coupling algorithm is proposed for the analysis of mixed-mode
crack propagation. It is based on a three scale multigrid and extended finite element method …

Mesoscopic analyses of textile composite reinforcements consider each yarn as a
deformable solid in contact with its neighbours. They provide the internal architecture of the …

This paper presents a novel numerical framework based on the generalized finite element
method with global–local enrichments (GFEMgl) for two‐scale simulations of propagating …

This paper shows that the generalized finite element method with global–local enrichment
functions (GFEMgl) can be implemented non-intrusively in existing closed-source FEM …

We here propose a multiscale numerical method for the solution of stochastic parametric
partial differential equations with localized uncertainties described with a finite number of …

Micro-to-macro connection techniques constitute a key ingredient in the formulation of
multiscale strategies. In this contribution several connection methods are explored for the …

The advent of new more complex classes of strongly heterogeneous materials, such as 3D
woven composites, introduces new challenges for well-established finite element multiscale …