A fully non-invasive hybrid IGA/FEM scheme for the analysis of localized non-linear phenomena
Evgeniia Lapina (ICA, IMT), Paul Oumaziz (ICA), Robin Bouclier (IMT,, ICA), Jean-Charles Passieux (ICA)

TL;DR
This paper introduces a fully non-invasive hybrid IGA/FEM scheme that combines the geometric accuracy of IGA with FEM's ability to model complex local non-linear phenomena, using a coupling method compatible with standard FE software.
Contribution
The work presents a novel non-invasive coupling scheme between IGA and FEM that requires no modification of the global spline model and leverages conventional FE packages for local non-linear analysis.
Findings
Successfully couples IGA with FEM using Bézier extraction
Enables accurate simulation of local non-linear phenomena like cracks and delamination
Compatible with existing FE software such as Code Aster
Abstract
This work undertakes to combine the interests of IsoGeometric Analysis (IGA) and standard Finite Element Methods (FEM) for the global/local simulation of structures. The idea is to adopt a hybrid global-IGA/local-FEM modeling, thereby benefiting from: (i) the superior geometric description and per-Degree-Of-Freedom accuracy of IGA for capturing global, regular responses, and (ii) the ability of FEM to compute local, strongly non-linear or even singular behaviors. For the sake of minimizing the implementation effort, we develop a coupling scheme that is fully non-invasive in the sense that the initial global spline model to be enriched is never modified and the construction of the coupling operators can be performed using conventional FE packages. The key ingredient is to express the FEM-to-IGA bridge, based on B{\'e}zier extraction, to transform the initial global spline interface into…
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