The enhanced strain technique is considered in the context of incompressible elasticity problems. A new triangular element is proposed and proved to be convergent and stable when applied to linear analysis. Moreover, a model problem arising from large deformations is presented. Such a model is used to develop some theoretical considerations about the use of enhanced strain methods in nonlinear elasticity
In this paper a simple iterative method is presented for finite element solution of incompressible p...
In this paper high-order triangular elements are implemented in the framework of the Arbitrary Lagra...
Relevance. The use of the finite element method for determining the stressstrain state of thin-walle...
The Enhanced Strain Technique is considered in the context of incompressible elas-ticity problems. A...
Abstract. The so-called Enhanced Strain Technique for the approximation of homoge-neous neo-Hookean ...
The paper investigates triangular Enhanced Strain finite elements developed within the context of th...
This paper describes a new triangular plane element which can be considered as a linear strain trian...
An assumed strain approach for a linear triangular element able to handle finite deformation problem...
© Published under licence by IOP Publishing Ltd. The work is concerned with development of algorithm...
This paper is concerned with the performance of shell finite elements, well established in locking-f...
Several finite element methods for large deformation elastic problems in the nearly incompressible a...
A boundary element technique is employed to analyze perturbations in terms of small elastic deformat...
Formulation of a strain-based triangular element with three nodes and nine degrees of freedom by mod...
This thesis investigates the numerical simulation of three-dimensional, mechanical deformation probl...
Abstract. The method of enhanced assumed strains (EAS) is a popular tool for avoiding locking phenom...
In this paper a simple iterative method is presented for finite element solution of incompressible p...
In this paper high-order triangular elements are implemented in the framework of the Arbitrary Lagra...
Relevance. The use of the finite element method for determining the stressstrain state of thin-walle...
The Enhanced Strain Technique is considered in the context of incompressible elas-ticity problems. A...
Abstract. The so-called Enhanced Strain Technique for the approximation of homoge-neous neo-Hookean ...
The paper investigates triangular Enhanced Strain finite elements developed within the context of th...
This paper describes a new triangular plane element which can be considered as a linear strain trian...
An assumed strain approach for a linear triangular element able to handle finite deformation problem...
© Published under licence by IOP Publishing Ltd. The work is concerned with development of algorithm...
This paper is concerned with the performance of shell finite elements, well established in locking-f...
Several finite element methods for large deformation elastic problems in the nearly incompressible a...
A boundary element technique is employed to analyze perturbations in terms of small elastic deformat...
Formulation of a strain-based triangular element with three nodes and nine degrees of freedom by mod...
This thesis investigates the numerical simulation of three-dimensional, mechanical deformation probl...
Abstract. The method of enhanced assumed strains (EAS) is a popular tool for avoiding locking phenom...
In this paper a simple iterative method is presented for finite element solution of incompressible p...
In this paper high-order triangular elements are implemented in the framework of the Arbitrary Lagra...
Relevance. The use of the finite element method for determining the stressstrain state of thin-walle...