This work presents a generalisation of the space-time finite element method proposed by Kączkowski in his seminal of 1970’s and early 1980’s works. Kączkowski used linear shape functions in time. The recurrence formula obtained by Kączkowski was conditionally stable. In this paper, non-linear shape functions in time are proposed
The nonlinear spaces of shapes (unparameterized immersed curves or submanifolds) are of interest for...
In this article, a Space-Time Finite Element Method (STFEM) is proposed for the resolution of mechan...
We study a space-time finite element approach for the nonhomogeneous wave equation using a continuou...
In this contribution we introduce a novel space-time formulation for non-linear elasticity, able to ...
AbstractIn this work, an unconditionally stable space-time finite element method is derived in its s...
In this paper, a spacetime finite element method for evolution problems that is second-order accur...
International audienceIn this article, a Space-Time Finite Element Method (STFEM) is proposed for th...
The time finite elements and the space-time finite elements have been emerging as modern tools for d...
This thesis demonstrates that the use of finite elements need not be confined to space alone, but th...
Space-time finite element methods are presented to accurately solve elastodynamics problems that inc...
This article deals with moving finite element methods by use of the time-discontinuous Galerkin form...
Space-time finite element methods are presented to accurately solve elastodynamics problems that inc...
Time finite element methods are developed for the equations of structural dynamics. The approach emp...
Solving differential equations is essential to a wide range of scientific applications including mod...
Large-scale simulations of time-dependent partial differential equations are, at present, largely re...
The nonlinear spaces of shapes (unparameterized immersed curves or submanifolds) are of interest for...
In this article, a Space-Time Finite Element Method (STFEM) is proposed for the resolution of mechan...
We study a space-time finite element approach for the nonhomogeneous wave equation using a continuou...
In this contribution we introduce a novel space-time formulation for non-linear elasticity, able to ...
AbstractIn this work, an unconditionally stable space-time finite element method is derived in its s...
In this paper, a spacetime finite element method for evolution problems that is second-order accur...
International audienceIn this article, a Space-Time Finite Element Method (STFEM) is proposed for th...
The time finite elements and the space-time finite elements have been emerging as modern tools for d...
This thesis demonstrates that the use of finite elements need not be confined to space alone, but th...
Space-time finite element methods are presented to accurately solve elastodynamics problems that inc...
This article deals with moving finite element methods by use of the time-discontinuous Galerkin form...
Space-time finite element methods are presented to accurately solve elastodynamics problems that inc...
Time finite element methods are developed for the equations of structural dynamics. The approach emp...
Solving differential equations is essential to a wide range of scientific applications including mod...
Large-scale simulations of time-dependent partial differential equations are, at present, largely re...
The nonlinear spaces of shapes (unparameterized immersed curves or submanifolds) are of interest for...
In this article, a Space-Time Finite Element Method (STFEM) is proposed for the resolution of mechan...
We study a space-time finite element approach for the nonhomogeneous wave equation using a continuou...
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