Add to ORKGInternational audienceIn this work, we proposed and study a method to use non-conforming meshing for core reactor simulation. This consists in a domain decomposition with Lagrange multipliers of the well known Raviart-Thomas finite element method. Here, we provide an a priori error estimate for criticality computation
A variety of engineering applications that involve coupling different physical phenomena, often req...
International audienceIn this paper, an adaptive mesh refinement (AMR) method, called the local defe...
This thesis work is devoted to the development of a coupling method between a CFD code and a so-call...
International audienceIn this work, we proposed and study a method to use non-conforming meshing for...
In the realm of applied mathematics, this Ph.D. proposal is related to the numerical solution of par...
Le but de cette étude est d'améliorer les performances, en termes d'espace mémoire et de temps de ca...
International audienceThis paper describes the first step of the introduction of fictitious domain m...
Abstract The finite element method is classically based on nodal Lagrange basis funct...
International audienceThe Pellet-Cladding mechanical Interaction (PCI) occurs in Pressurized Water R...
The aim of this study is to improve the performances, in terms of memory space and computational tim...
International audienceThe numerical simulation of multiscale and multiphysics problems requires effi...
A method for finite element analysis using a regular or structured grid is described that eliminates...
Travail fait pendant la thèse de Catherine lacour à l'ONERA: Office National d'Etudes et de Recherch...
International audienceThe aim of this paper is to describe some numerical aspects linked to incompre...
With the objective to improve the reactor physics calculation on a 2D and 3D nuclear reactor via the...
A variety of engineering applications that involve coupling different physical phenomena, often req...
International audienceIn this paper, an adaptive mesh refinement (AMR) method, called the local defe...
This thesis work is devoted to the development of a coupling method between a CFD code and a so-call...
International audienceIn this work, we proposed and study a method to use non-conforming meshing for...
In the realm of applied mathematics, this Ph.D. proposal is related to the numerical solution of par...
Le but de cette étude est d'améliorer les performances, en termes d'espace mémoire et de temps de ca...
International audienceThis paper describes the first step of the introduction of fictitious domain m...
Abstract The finite element method is classically based on nodal Lagrange basis funct...
International audienceThe Pellet-Cladding mechanical Interaction (PCI) occurs in Pressurized Water R...
The aim of this study is to improve the performances, in terms of memory space and computational tim...
International audienceThe numerical simulation of multiscale and multiphysics problems requires effi...
A method for finite element analysis using a regular or structured grid is described that eliminates...
Travail fait pendant la thèse de Catherine lacour à l'ONERA: Office National d'Etudes et de Recherch...
International audienceThe aim of this paper is to describe some numerical aspects linked to incompre...
With the objective to improve the reactor physics calculation on a 2D and 3D nuclear reactor via the...
A variety of engineering applications that involve coupling different physical phenomena, often req...
International audienceIn this paper, an adaptive mesh refinement (AMR) method, called the local defe...
This thesis work is devoted to the development of a coupling method between a CFD code and a so-call...