In this paper, we develop a novel unfitted multiscale framework that combines two separate scales represented by only one single computational mesh. Our framework relies on a mixed zooming technique where we zoom at regions of interest to capture microscale properties and then mix the micro and macroscale properties in a transition region. Furthermore, we use homogenization techniques to derive macro model material properties. The microscale features are discretized using CutFEM. The transition region between the micro and macroscale is represented by a smooth blending function. To address the issues with ill-conditioning of the multiscale system matrix due to the arbitrary intersections in cut elements and the transition region, we add sta...
peer reviewedWe present an open-source software framework called PERMIX for multiscale modeling and ...
International audienceIn multiscale analysis of components, there is usually a need to solve micro-s...
A novel model-order reduction technique for the solution of the fine-scale equilibrium problem appea...
In this paper, we develop a novel unfitted multiscale framework that combines two separate scales re...
In this paper, a multi-scale technique is proposed for the modeling of microstructured materials up ...
The importance of a multiscale modeling to describe the behavior of materials with microstructure is...
This paper presents a computationally efficient concurrent multiscale platform to undertake the nonl...
International audienceIt is a common fact that as we go down to lower scales, the geometrical comple...
Micro-to-macro connection techniques constitute a key ingredient in the formulation of multiscale st...
In this paper, we discuss a general multiscale model reduction framework based on multiscale finite ...
This paper presents a concurrent simulation technique for analysing the deformation of systems that ...
The multiscale hybrid-mixed (MHM) method consists of a multi-level strategy to approximate the solut...
peer reviewedAdaptive methods for multiscale fracture In this work, we discuss two classes of meth...
This work presents a general formulation of small and large strain multiscale solid constitutive mod...
We present an extension of the computational homogenization theory to cases where different structur...
peer reviewedWe present an open-source software framework called PERMIX for multiscale modeling and ...
International audienceIn multiscale analysis of components, there is usually a need to solve micro-s...
A novel model-order reduction technique for the solution of the fine-scale equilibrium problem appea...
In this paper, we develop a novel unfitted multiscale framework that combines two separate scales re...
In this paper, a multi-scale technique is proposed for the modeling of microstructured materials up ...
The importance of a multiscale modeling to describe the behavior of materials with microstructure is...
This paper presents a computationally efficient concurrent multiscale platform to undertake the nonl...
International audienceIt is a common fact that as we go down to lower scales, the geometrical comple...
Micro-to-macro connection techniques constitute a key ingredient in the formulation of multiscale st...
In this paper, we discuss a general multiscale model reduction framework based on multiscale finite ...
This paper presents a concurrent simulation technique for analysing the deformation of systems that ...
The multiscale hybrid-mixed (MHM) method consists of a multi-level strategy to approximate the solut...
peer reviewedAdaptive methods for multiscale fracture In this work, we discuss two classes of meth...
This work presents a general formulation of small and large strain multiscale solid constitutive mod...
We present an extension of the computational homogenization theory to cases where different structur...
peer reviewedWe present an open-source software framework called PERMIX for multiscale modeling and ...
International audienceIn multiscale analysis of components, there is usually a need to solve micro-s...
A novel model-order reduction technique for the solution of the fine-scale equilibrium problem appea...