In this contribution, we will apply the semismooth Newton methods with and without damping to solving a one-time step problem in elesto-plasticity. First, we briefly describe the elasto-plastic model and formulate the corresponding one-time step problem in the form of the non-linear variational equation. Then we characterize the used numerical methods. Finally, we illustrate the methods on a 2D numerical example
For a class of elastic-plastic constitutive laws with nonlinear kinematic and isotropic hardening, t...
This is the preprint version of the final publication with doi10.1016/j.cam.2015.06.010,which can be...
We present efficient and globally convergent solvers for several classes of plasticity models. The m...
Abstract. We discuss a solution algorithm for quasi-static elastoplastic problems with hard-ening. S...
International audienceThe objective of this article is the modelling and the numerical simulation of...
We discuss a new solution algorithm for solving elastoplastic problems with hardening. The one time-...
The need of accurately reproducing the behaviour of elastoplastic materials in computational environ...
We propose a new approach to the numerical solution of quasi-static elastic-plastic problems based o...
Summary. This paper summarises the general strategy for time evolving finite elastoplasticity and ou...
AbstractThe paper concerns the solution of (three-dimensional) problems of elastoplasticity by the i...
The displacement-like finite element formulation for finite-step J2 elastoplasticity is revisited in...
The paper deals with numerical realization of discretized, frictionless static contact problems for ...
A model problem in finite elastoplasticity with one active slip system in two dimensions is consider...
An extended version of generalized standard elasto-plastic material is considered in the framework o...
summary:Newton-like methods are considered with inexact correction computed by some inner iterative ...
For a class of elastic-plastic constitutive laws with nonlinear kinematic and isotropic hardening, t...
This is the preprint version of the final publication with doi10.1016/j.cam.2015.06.010,which can be...
We present efficient and globally convergent solvers for several classes of plasticity models. The m...
Abstract. We discuss a solution algorithm for quasi-static elastoplastic problems with hard-ening. S...
International audienceThe objective of this article is the modelling and the numerical simulation of...
We discuss a new solution algorithm for solving elastoplastic problems with hardening. The one time-...
The need of accurately reproducing the behaviour of elastoplastic materials in computational environ...
We propose a new approach to the numerical solution of quasi-static elastic-plastic problems based o...
Summary. This paper summarises the general strategy for time evolving finite elastoplasticity and ou...
AbstractThe paper concerns the solution of (three-dimensional) problems of elastoplasticity by the i...
The displacement-like finite element formulation for finite-step J2 elastoplasticity is revisited in...
The paper deals with numerical realization of discretized, frictionless static contact problems for ...
A model problem in finite elastoplasticity with one active slip system in two dimensions is consider...
An extended version of generalized standard elasto-plastic material is considered in the framework o...
summary:Newton-like methods are considered with inexact correction computed by some inner iterative ...
For a class of elastic-plastic constitutive laws with nonlinear kinematic and isotropic hardening, t...
This is the preprint version of the final publication with doi10.1016/j.cam.2015.06.010,which can be...
We present efficient and globally convergent solvers for several classes of plasticity models. The m...