International audienceThe coupling between an implicit finite elements (FE) code and an explicit spectral elements (SE) code has been explored for solving the elastic wave propagation in the case of soil/structure interaction problem. The coupling approach is based on domain decomposition methods in transient dynamics. The spatial coupling at the interface is managed by a standard coupling mortar approach, whereas the time integration is dealt with an hybrid asynchronous time integrator. An external coupling software, handling the interface problem, has been set up in order to couple the FE software Code_Aster with the SE software EFISPEC3D
This paper introduces a parallel algorithm for the scaled boundary finite element method (SBFEM). Th...
The spectral element method (SEM) is a powerful numerical technique naturally suited for wave propag...
This thesis presents the development of the displacement-unit-impulse-response-based modelling of un...
International audienceThe coupling between an implicit finite elements (FE) code and an explicit spe...
International audienceThe aim of this work is to take full advantage of Spectral Element (SE) and Fi...
This study proposes a new formulation for modeling soil-structure interaction (SSI) problems. In thi...
We present a hybrid spectral element/finite element domain decomposition method for solving elastic ...
A finite element (FE) based soil-structure interaction (SSI) model is presented and parallelized for...
The aim of this paper is to investigate and develop alternative methods for analyzing transient prob...
This paper discusses the coupling of finite element and fast boundary element methods for the soluti...
A practical and efficient coupling method for performing nonlinear static pushover or time history a...
International audienceWe consider modeling seismic wave propagation in fluid-solid coupled media, in...
Aim of this paper is studying an effective hybrid finite element - spectral element method for the a...
We present the main properties of the spectral-element method, which is well suited for numerical ca...
International audienceA specific approach is studied to couple two well-known numerical methods, a f...
This paper introduces a parallel algorithm for the scaled boundary finite element method (SBFEM). Th...
The spectral element method (SEM) is a powerful numerical technique naturally suited for wave propag...
This thesis presents the development of the displacement-unit-impulse-response-based modelling of un...
International audienceThe coupling between an implicit finite elements (FE) code and an explicit spe...
International audienceThe aim of this work is to take full advantage of Spectral Element (SE) and Fi...
This study proposes a new formulation for modeling soil-structure interaction (SSI) problems. In thi...
We present a hybrid spectral element/finite element domain decomposition method for solving elastic ...
A finite element (FE) based soil-structure interaction (SSI) model is presented and parallelized for...
The aim of this paper is to investigate and develop alternative methods for analyzing transient prob...
This paper discusses the coupling of finite element and fast boundary element methods for the soluti...
A practical and efficient coupling method for performing nonlinear static pushover or time history a...
International audienceWe consider modeling seismic wave propagation in fluid-solid coupled media, in...
Aim of this paper is studying an effective hybrid finite element - spectral element method for the a...
We present the main properties of the spectral-element method, which is well suited for numerical ca...
International audienceA specific approach is studied to couple two well-known numerical methods, a f...
This paper introduces a parallel algorithm for the scaled boundary finite element method (SBFEM). Th...
The spectral element method (SEM) is a powerful numerical technique naturally suited for wave propag...
This thesis presents the development of the displacement-unit-impulse-response-based modelling of un...