Implicit and explicit time integration schemes in conjunction with the finite element method are presented for the transient response of highly non-linear problems such as impact situations exhibiting important material dissipation. Surprisingly the implicit schemes lead to excellent convergence properties that make them a cost-efficient alternative to explicit scheme generally advocated as the best choice for these problems. As numerical illustrations, we present here the academic impact between two flexible bodies, a long tube and a long plate, as well as a more industrial-oriented application: the impact between a fan blade and a double casing
In this paper, a recent progress in explicit finite element analysis is discussed. Properties and be...
The main field of interest of this PhD has concerned the study of the behaviour of particular struct...
International audienceVariable step strategies are especially well suited to deal with problems char...
International audienceRecently, robust implicit energy and momentum conserving algorithms have been ...
In order to solve fast dynamic problems, an explicit method is the most adapted. But for slower dyna...
In order to solve fast dynamic problems, an explicit method is the most adapted. But for slower dyna...
In this work we will combine the ®-generalized explicit time integration scheme with the Energy-Diss...
Classical and non-classical implicit time integration schemes are presented for the transient respon...
In this work we will combine the α-generalized explicit time integration scheme with the Energy-Diss...
International audienceWhen studying crashworthiness problems, contact simulation can be the source o...
In order to simulate an industrial process, an explicit method, which is conditionally stable, is th...
Simulation of low energy impacts on composite structures is a key feature in aeronautics. Unfortuna...
The class of physical problems of metal structures subject to rapid, large amplitude loads, such as ...
Explicit numerical schemes are used to integrate in time finite element discretization methods. Unfo...
When studying impact problems, time integration of the equations of evolution occurs in the non-line...
In this paper, a recent progress in explicit finite element analysis is discussed. Properties and be...
The main field of interest of this PhD has concerned the study of the behaviour of particular struct...
International audienceVariable step strategies are especially well suited to deal with problems char...
International audienceRecently, robust implicit energy and momentum conserving algorithms have been ...
In order to solve fast dynamic problems, an explicit method is the most adapted. But for slower dyna...
In order to solve fast dynamic problems, an explicit method is the most adapted. But for slower dyna...
In this work we will combine the ®-generalized explicit time integration scheme with the Energy-Diss...
Classical and non-classical implicit time integration schemes are presented for the transient respon...
In this work we will combine the α-generalized explicit time integration scheme with the Energy-Diss...
International audienceWhen studying crashworthiness problems, contact simulation can be the source o...
In order to simulate an industrial process, an explicit method, which is conditionally stable, is th...
Simulation of low energy impacts on composite structures is a key feature in aeronautics. Unfortuna...
The class of physical problems of metal structures subject to rapid, large amplitude loads, such as ...
Explicit numerical schemes are used to integrate in time finite element discretization methods. Unfo...
When studying impact problems, time integration of the equations of evolution occurs in the non-line...
In this paper, a recent progress in explicit finite element analysis is discussed. Properties and be...
The main field of interest of this PhD has concerned the study of the behaviour of particular struct...
International audienceVariable step strategies are especially well suited to deal with problems char...