Efficient computational modelling of problems including both material and geometric nonlinearities remains challenging. Often these problems are modelled with adaptive finite element method (FEM). Meshless methods offer the attractive possibility of simpler adaptive procedures involving no remeshing, simply insertion or deletion of nodes. In this study an adaptive meshless approach for nonlinear solid mechanics is developed based on the element free Galerkin method. An existing error estimation procedure for linear elasto-static problems, is extended here for nonlinear problems including finite deformation and elasto-plasticity, and a new adaptive procedure is described and demonstrated
Meshless methods continue to generate strong interest as alternatives to conventional finite element...
In many applications involving problem domains with complicated geometry, mesh generation could be f...
In this paper, an automatic adaptive coupling procedure is proposed for the finite element method (F...
Efficient computational modelling of problems including both material and geometric nonlinearities r...
Efficient computational modelling of problems with material and geometric nonlinearities is very cha...
A variety of meshless methods have been developed in the last fifteen years with an intention to sol...
Three-dimensional problems with both material and geometrical nonlinearities are of practical import...
In this work, a Meshless approach for nonlinear solid mechanics is developed based on the Element Fr...
Purpose A variety of meshless methods have been developed in the last twenty years with an intention...
The development of adaptive finite element procedures for the solution of geometrically and physic...
Finite element method has been the dominant technique in computational mechanics in the past decades...
Purpose A variety of meshless methods have been developed in the last twenty years with an intentio...
In this study, an adaptive refinement procedure using the element free Galerkin method (EFGM) for th...
The implementation of an h-adaptive Element-Free Galerkin (EFG) method in the framework of limit ana...
International audienceSimulation of forming processes usually involves large transformations and/or ...
Meshless methods continue to generate strong interest as alternatives to conventional finite element...
In many applications involving problem domains with complicated geometry, mesh generation could be f...
In this paper, an automatic adaptive coupling procedure is proposed for the finite element method (F...
Efficient computational modelling of problems including both material and geometric nonlinearities r...
Efficient computational modelling of problems with material and geometric nonlinearities is very cha...
A variety of meshless methods have been developed in the last fifteen years with an intention to sol...
Three-dimensional problems with both material and geometrical nonlinearities are of practical import...
In this work, a Meshless approach for nonlinear solid mechanics is developed based on the Element Fr...
Purpose A variety of meshless methods have been developed in the last twenty years with an intention...
The development of adaptive finite element procedures for the solution of geometrically and physic...
Finite element method has been the dominant technique in computational mechanics in the past decades...
Purpose A variety of meshless methods have been developed in the last twenty years with an intentio...
In this study, an adaptive refinement procedure using the element free Galerkin method (EFGM) for th...
The implementation of an h-adaptive Element-Free Galerkin (EFG) method in the framework of limit ana...
International audienceSimulation of forming processes usually involves large transformations and/or ...
Meshless methods continue to generate strong interest as alternatives to conventional finite element...
In many applications involving problem domains with complicated geometry, mesh generation could be f...
In this paper, an automatic adaptive coupling procedure is proposed for the finite element method (F...