The purpose of this paper is to propose a new elemental enrichment technique to improve the accuracy of the simulations of thermal problems containing weak discontinuities. Design/methodology/approach - The enrichment is introduced in the elements cut by the materials interface by means of adding additional shape functions. The weak form of the problem is obtained using Galerkin approach and subsequently integrating the diffusion term by parts. To enforce the continuity of the fluxes in thePeer Reviewe
The discontinuity factors are a technique widely used in nodal methods to minimize the error due to ...
The computational study of discontinuous problems becomes increasingly important due to industrial n...
The final publication is available at link.springer.comA novel strategy for the hybridizable discont...
The purpose of this paper is to propose a new elemental enrichment technique to improve the accuracy...
International audienceThis paper presents mathematical derivation of enrichment functions in the ext...
A new enriched finite element formulation for solving isothermal phase change problems is presented....
The final publication is available at link.springer.comA novel strategy for the hybridizable discont...
This paper presents a finite element that incorporates weak, strong and both weak plus strong discon...
This paper presents a finite element that incorporates weak, strong and both weak plus strong discon...
International audienceThis paper analyses in detail the use of the Embedded Finite Element Method (E...
International audienceThis paper analyses in detail the use of the Embedded Finite Element Method (E...
International audienceThis paper analyses in detail the use of the Embedded Finite Element Method (E...
Discontinuous Galerkin (DG) methods are attractive tools to integrate several PDEs in engineering sc...
In the extended finite element method (XFEM), errors are caused by parasitic terms in the approximat...
Discontinuities can appear in different fields of mechanics. Some examples where discontinuities ari...
The discontinuity factors are a technique widely used in nodal methods to minimize the error due to ...
The computational study of discontinuous problems becomes increasingly important due to industrial n...
The final publication is available at link.springer.comA novel strategy for the hybridizable discont...
The purpose of this paper is to propose a new elemental enrichment technique to improve the accuracy...
International audienceThis paper presents mathematical derivation of enrichment functions in the ext...
A new enriched finite element formulation for solving isothermal phase change problems is presented....
The final publication is available at link.springer.comA novel strategy for the hybridizable discont...
This paper presents a finite element that incorporates weak, strong and both weak plus strong discon...
This paper presents a finite element that incorporates weak, strong and both weak plus strong discon...
International audienceThis paper analyses in detail the use of the Embedded Finite Element Method (E...
International audienceThis paper analyses in detail the use of the Embedded Finite Element Method (E...
International audienceThis paper analyses in detail the use of the Embedded Finite Element Method (E...
Discontinuous Galerkin (DG) methods are attractive tools to integrate several PDEs in engineering sc...
In the extended finite element method (XFEM), errors are caused by parasitic terms in the approximat...
Discontinuities can appear in different fields of mechanics. Some examples where discontinuities ari...
The discontinuity factors are a technique widely used in nodal methods to minimize the error due to ...
The computational study of discontinuous problems becomes increasingly important due to industrial n...
The final publication is available at link.springer.comA novel strategy for the hybridizable discont...