Many physical problems involve spatial and temporal inhomogeneities that require a very fine discretization in order to be accurately simulated. Using an adaptive mesh, a high level of resolution is used in the appropriate areas while keeping a coarse mesh elsewhere. This idea allows to save time and computations, but represents a challenge for distributed-memory environments. The MARS project (for Multiphase Adaptative Refinement Solver) intends to assess the parallel library p4es
Structured adaptive mesh algorithms dynamically allocate computational resources to accurately resol...
Dynamic mesh adaptation on unstructured grids, by localised refinement and derefinement, is a very e...
A parallel solver for the Adaptive Finite Element Analysis is presented. The primary aim of this w...
Many physical problems involve spatial and temporal inhomogeneities that require a very fi...
International audienceMany physical problems involve spatial and temporal inhomogeneities that requi...
Many physical problems involve spatial and temporal inhomogeneities that require a very fi...
Computational methods based on the use of adaptively constructed nonuniform meshes reduce the amount...
This chapter describes space adaptive approaches developed by six TILDA partners for the application...
The ability to perform effective adaptive analysis has become a critical issue in the area of physic...
We present a new approach to the use of parallel computers with adaptive finite element methods. Thi...
Accurate numerical simulation of time-dependent phenomena in many spatial dimensions is a challengin...
Anisotropic mesh adaptation is important for accurately predicting engineering quantities of interes...
Many numerical solutions of large scale simulation models require finer discretizations in some regi...
No separate or additional fees are collected for access to or distribution of the work.In this paper...
The concept of fully adaptive multiscale finite volume schemes has been developed and investigated d...
Structured adaptive mesh algorithms dynamically allocate computational resources to accurately resol...
Dynamic mesh adaptation on unstructured grids, by localised refinement and derefinement, is a very e...
A parallel solver for the Adaptive Finite Element Analysis is presented. The primary aim of this w...
Many physical problems involve spatial and temporal inhomogeneities that require a very fi...
International audienceMany physical problems involve spatial and temporal inhomogeneities that requi...
Many physical problems involve spatial and temporal inhomogeneities that require a very fi...
Computational methods based on the use of adaptively constructed nonuniform meshes reduce the amount...
This chapter describes space adaptive approaches developed by six TILDA partners for the application...
The ability to perform effective adaptive analysis has become a critical issue in the area of physic...
We present a new approach to the use of parallel computers with adaptive finite element methods. Thi...
Accurate numerical simulation of time-dependent phenomena in many spatial dimensions is a challengin...
Anisotropic mesh adaptation is important for accurately predicting engineering quantities of interes...
Many numerical solutions of large scale simulation models require finer discretizations in some regi...
No separate or additional fees are collected for access to or distribution of the work.In this paper...
The concept of fully adaptive multiscale finite volume schemes has been developed and investigated d...
Structured adaptive mesh algorithms dynamically allocate computational resources to accurately resol...
Dynamic mesh adaptation on unstructured grids, by localised refinement and derefinement, is a very e...
A parallel solver for the Adaptive Finite Element Analysis is presented. The primary aim of this w...