International audienceIn this paper we use the variational formulation of elasto-plastic updates proposed by Ortiz and Stainier (Comput. Methods Appl. Mech. Eng. 1999; 171:419-444) in the context of consistent time integration schemes. We show that such a formulation is well suited to obtain a general expression Of energy momentum conserving algorithms. Moreover, we present numerical examples that illustrate the efficiency of our developments
In the present paper energy-consistent momentum-conserving time-stepping schemes for geometrically n...
A novel time integration scheme is presented for the numerical solution of the dynamics of discrete ...
This work deals with the formulation and implementation of an energy-momentum conserving algorithm f...
In this paper we use the variational formulation of elasto-plastic updates proposed by Ortiz and Sta...
International audienceIn a previous paper [L. Noels, L. Stainier, J.-P. Ponthot, An energy momentum ...
In a previous paper [L. Noels, L. Stainier, J.-P. Ponthot, An energy momentum conserving algorithm u...
Although they are the most widely used time integration algorithms for finite-element discretization...
Traditional time integration algorithms for finite-element discretization are numerically stable onl...
The most widely used time integration algorithms for finite-element, based on the Newmark family, ar...
The most widely used time integration algorithms for finite-element, based on the Newmark family, ar...
International audienceThis paper presents an extension of the energy momentum conserving algorithm, ...
Energy-momentum conserving methods are developed for rigid body dynamics with contact. Because these...
This paper presents an extension of the energy momentum conserving algorithm, usually developed for ...
The objective of the present work is the introduction of new mixed variational principles for EM tim...
It is now well established that discrete energy conservation/dissipation plays a key-role for the un...
In the present paper energy-consistent momentum-conserving time-stepping schemes for geometrically n...
A novel time integration scheme is presented for the numerical solution of the dynamics of discrete ...
This work deals with the formulation and implementation of an energy-momentum conserving algorithm f...
In this paper we use the variational formulation of elasto-plastic updates proposed by Ortiz and Sta...
International audienceIn a previous paper [L. Noels, L. Stainier, J.-P. Ponthot, An energy momentum ...
In a previous paper [L. Noels, L. Stainier, J.-P. Ponthot, An energy momentum conserving algorithm u...
Although they are the most widely used time integration algorithms for finite-element discretization...
Traditional time integration algorithms for finite-element discretization are numerically stable onl...
The most widely used time integration algorithms for finite-element, based on the Newmark family, ar...
The most widely used time integration algorithms for finite-element, based on the Newmark family, ar...
International audienceThis paper presents an extension of the energy momentum conserving algorithm, ...
Energy-momentum conserving methods are developed for rigid body dynamics with contact. Because these...
This paper presents an extension of the energy momentum conserving algorithm, usually developed for ...
The objective of the present work is the introduction of new mixed variational principles for EM tim...
It is now well established that discrete energy conservation/dissipation plays a key-role for the un...
In the present paper energy-consistent momentum-conserving time-stepping schemes for geometrically n...
A novel time integration scheme is presented for the numerical solution of the dynamics of discrete ...
This work deals with the formulation and implementation of an energy-momentum conserving algorithm f...