P. Gosselet

发表

Non-invasive global–local coupling as a Schwarz domain decomposition method: acceleration and generalization

Olivier Allix, Pierre Gosselet, Guillaume Guguin, 2018, Adv. Model. Simul. Eng. Sci..

Non-overlapping domain decomposition methods in structural mechanics

P. Gosselet, C. Rey, 2006, 1208.4209.

Non-intrusive and exact global/local techniques for structural problems with local plasticity

O. Allix, P. Gosselet, Françoise Comte, 2009 .

Simultaneous FETI and block FETI: Robust domain decomposition with multiple search directions

D. Rixen, F. Roux, P. Gosselet, 2015 .

Bridging Proper Orthogonal Decomposition methods and augmented Newton-Krylov algorithms: an adaptive model order reduction for highly nonlinear mechanical problems.

P Kerfriden, P. Kerfriden, S. Adhikari, 2011, Computer methods in applied mechanics and engineering.

2 Systems associated with the data completion problem 2 . 1 Notations and hypothesis

P. Gosselet, M. Kadri, R. Ferrier, 2019 .

The Steklov‐Poincaré technique for data completion: Preconditioning and filtering

P. Gosselet, M. Kadri, R. Ferrier, 2018, International Journal for Numerical Methods in Engineering.

On a selective reuse of Krylov subspaces in Newton-Krylov approaches for nonlinear elasticity

O. Widlund, D. Keyes, P. Gosselet, 2003 .

On a mixed and multiscale domain decomposition method

Pierre Ladevèze, David Néron, Pierre Gosselet, 2007 .

On the initial estimate of interface forces in FETI methods

Pierre Gosselet, Christian Rey, Daniel J. Rixen, 2003, 1208.6380.

A domain decomposition method for quasi-incompressible formulations with discontinuous pressure field

Pierre Gosselet, Christian Rey, Françoise Léné, 2002 .

A quasi‐optimal coarse problem and an augmented Krylov solver for the variational theory of complex rays

P. Gosselet, L. Kovalevsky, 2016, 1601.06192.

Separation of sources of error in goal-oriented error estimation in domain decomposition methods

Pierre Gosselet, Christian Rey, Valentine Rey, 2015 .

POD-based model order reduction for the simulation of strong nonlinear evolutions in structures: Application to damage propagation

P. Kerfriden, S. Bordas, S. Adhikari, 2010 .

Simultaneous-FETI and related block strategies: robust domain decomposition methods for engineering problems.

D. Rixen, F. Roux, P. Gosselet, 2014 .

Nonintrusive coupling of 3 D and 2 D laminated composite models based on finite element 3 D recovery

O. Allix, P. Gosselet, Guillaume Guguin, 2017 .

Planar crack identification in 3D linear elasticity by the reciprocity gap method

P. Gosselet, M. Kadri, R. Ferrier, 2019, Computer Methods in Applied Mechanics and Engineering.

Planar crack identification via the Reciprocity Gap method with polynomial reconstruction

P. Gosselet, M. Kadri, R. Ferrier, 2018 .

Parallel Multiphysics Simulation for the Stabilized Optimal Transportation Meshfree (OTM)

P. Wriggers, P. Gosselet, C. Weißenfels, 2022, J. Comput. Sci..

Robust domain decomposition methods in industrial context applied to large business cases

Christian Rey, Pierre Gosselet, Augustin Parret-Fréaud, 2017 .

A Bayesian Approach for Uncertainty Quantification in Elliptic Cauchy Problem

H. Matthies, P. Gosselet, M. Kadri, 2020, Virtual Design and Validation.

Constructing the Hamiltonian from the Behaviour of a Dynamical System by Proper Symplectic Decomposition

Bernd Markert, Pierre Gosselet, Franz Bamer, 2021, GSI.

A non-invasive implementation of a mixed domain decomposition method for frictional contact problems

P. Gosselet, S. Guinard, P. Boucard, 2017, Computational Mechanics.

Adaptive Simultaneous-FETI: scalability results, robustness assessments and application to finite displacement problems

P. Gosselet, N. Spillane, A. Parret-Fréaud, 2016 .

A monolithic strategy based on an hybrid domain decomposition method for multiphysic problems

P. Gosselet, F. Feyel, C. Rey, 2004 .

Study of the strong prolongation equation for the construction of statically admissible stress fields: Implementation and optimization

Pierre Gosselet, Christian Rey, Valentine Rey, 2013, 1309.4872.

On the control of the load increments for a proper description of multiple delamination in a domain decomposition framework pdf

Olivier Allix, Pierre Kerfriden, Pierre Gosselet, 2010, ArXiv.

Non Intrusive Global/Local Coupling Techniques in Solid Mechanics: An Introduction to Different Coupling Strategies and Acceleration Techniques

Olivier Allix, Pierre Gosselet, O. Allix, 2020, Modeling in Engineering Using Innovative Numerical Methods for Solids and Fluids.

A parallel non-invasive mixed domain decomposition - Implementation and applications to mechanical assemblies

Pierre-Alain Boucard, Stéphane Guinard, Paul Oumaziz, 2019, Finite Elements in Analysis and Design.

Space/time global/local noninvasive coupling strategy: Application to viscoplastic structures pdf

Olivier Allix, Pierre Gosselet, Maxime Blanchard, 2019, Finite Elements in Analysis and Design.

A new impedance accounting for short‐ and long‐range effects in mixed substructured formulations of nonlinear problems pdf

Pierre Gosselet, Camille Negrello, Christian Rey, 2018, ArXiv.

On the computation of plate assemblies using realistic 3D joint model: a non-intrusive approach

Olivier Allix, Stéphane Guinard, Pierre Gosselet, 2016, Adv. Model. Simul. Eng. Sci..

Improved multiscale computational strategies for delamination

Olivier Allix, Pierre Kerfriden, Pierre Gosselet, 2011, 1109.6113.

A two‐scale approximation of the Schur complement and its use for non‐intrusive coupling

Olivier Allix, Pierre Gosselet, Lionel Gendre, 2011 .

Non-intrusive Coupling: An Attempt to Merge Industrial and Research Software Capabilities

Olivier Allix, Pierre Gosselet, Guillaume Guguin, 2011 .

A relocalization technique for the multiscale computation of delamination in composite structures

Olivier Allix, Pierre Kerfriden, Pierre Gosselet, 2011, 1109.4799.

High‐performance parallel simulation of structure degradation using non‐local damage models

Frédéric Feyel, Jacques Besson, Pierre Gosselet, 2007 .

Recycling of solution spaces in multipreconditioned FETI methods applied to structural dynamics

Daniel Rixen, Pierre Gosselet, Michael C. Leistner, 2018, International Journal for Numerical Methods in Engineering.

Ensuring robustness of domain decomposition methods by block strategies

Daniel Rixen, François-Xavier Roux, Pierre Gosselet, 2015 .

Simultaneous-FETI and related block strategies: robust domain decomposition methods for engineering problems.

D. Rixen, F. Roux, P. Gosselet, 2014 .

Total and selective reuse of Krylov subspaces for the resolution of sequences of nonlinear structural problems pdf

Pierre Gosselet, Christian Rey, Julien Pebrel, 2013, ArXiv.

Virtual Delamination Testing through Non-Linear Multi-Scale Computational Methods: Some Recent Progress pdf

Olivier Allix, Pierre Kerfriden, Pierre Gosselet, 2013, ArXiv.

Towards exact and entensible computational multiscale strategies for delamination analysis

Olivier Allix, Pierre Kerfriden, Pierre Gosselet, 2008 .

On a multiscale strategy and its optimization for the simulation of combined delamination and buckling

Olivier Allix, Pierre Gosselet, Karin Saavedra, 2012, 1208.6495.

Crack identification with incomplete boundary data in linear elasticity by the reciprocity gap method

R. Ferrier, M. Kadri, P. Gosselet, 2021, Computational Mechanics.

Two-level adaptation for Adaptive Multipreconditioned FETI

Augustin Parret-Fréaud, Christophe Bovet, Pierre Gosselet, 2021, Adv. Eng. Softw..

Strict bounding of quantities of interest in computations based on domain decomposition pdf

Pierre Gosselet, Christian Rey, Valentine Rey, 2015, ArXiv.

Nonlinearly Preconditioned FETI Solver for Substructured Formulations of Nonlinear Problems

Pierre Gosselet, Camille Negrello, Christian Rey, 2018, Mathematics.

A non-invasive implementation of a mixed domain decomposition method for frictional contact problems

Pierre-Alain Boucard, Pierre Gosselet, Stéphane Guinard, 2017 .

Two-level substructuring and parallel mesh generation for domain decomposition methods

Pierre Gosselet, Augustin Parret-Fréaud, Christophe Bovet, 2021 .

Recent developments in local global reduction techniques for the simulation of local failure in structures

Pierre Kerfriden, Pierre Gosselet, Stéphane Bordas, 2011 .

A parallel noninvasive multiscale strategy for a mixed domain decomposition method with frictional contact

Pierre-Alain Boucard, Pierre Gosselet, Paul Oumaziz, 2018 .

A three-scale domain decomposition method for the 3D analysis of debonding in laminates

Olivier Allix, Pierre Kerfriden, Pierre Gosselet, 2009, 1109.6111.

Balancing Domain Decomposition with Nonlinear Relocalization: Parallel Implementation for Laminates

Pierre-Alain Boucard, Pierre Gosselet, Felipe Bordeu, 2009 .

A Nonlinear Dual-Domain Decomposition Method: Application to Structural Problems with Damage

Pierre Gosselet, Christian Rey, Julien Pebrel, 2008 .

Analysis, improvement and limits of the multiscale Latin method

Pierre Gosselet, Paul Oumaziz, Karin Saavedra, 2021 .

Adaptive multipreconditioned FETI: Scalability results and robustness assessment

Pierre Gosselet, Augustin Parret-Fréaud, Christophe Bovet, 2017 .

A new impedance accounting for short‐ and long‐range effects in mixed substructured formulations of nonlinear problems

Pierre Gosselet, Camille Negrello, Christian Rey, 2016, ArXiv.

A domain decomposition method for quasi-incompressible formulation with discontinuous pressure fields

P. Gosselet, Pascal Dasset, Christian Rey, 2023 .

Strict lower bounds with separation of sources of error in non‐overlapping domain decomposition methods

Pierre Gosselet, Christian Rey, Valentine Rey, 2016, 1606.06662.

Nonintrusive coupling of 3D and 2D laminated composite models based on finite element 3D recovery

Olivier Allix, Pierre Gosselet, Guillaume Guguin, 2014, 1501.01933.

A domain decomposition strategy to efficiently solve structures containing repeated patterns

Pierre Gosselet, Christian Rey, Daniel J. Rixen, 2009, 1208.6387.

Improved recovery of admissible stress in domain decomposition methods — application to heterogeneous structures and new error bounds for FETI‐DP

Pierre Gosselet, Christian Rey, Valentine Rey, 2016, 1610.00991.

A computational strategy for contact simulation

Pierre Gosselet, Christian Rey, Julien Pebrel, 2006 .