A Massively Parallel Multigrid Method for Finite Elements
Computing in Science & Engineering2006Vol. 8(6), pp. 56–62
Citations Over TimeTop 10% of 2006 papers
Abstract
The hierarchical hybrid grid framework supports the parallel implementation of multigrid solvers for finite element problems. Specifically, it generates extremely fine meshes by using a structured refinement of an unstructured base mesh. For special problems with piecewise uniform material parameters, this leads to the possibility of stencil-based operations, which save substantial memory and permit a very efficient implementation of the multigrid method.
Related Papers
- → A Massively Parallel Multigrid Method for Finite Elements(2006)79 cited
- → Structured multigrid agglomeration on a data structure for unstructured meshes(2002)17 cited
- → Peta-Scale Hierarchical Hybrid Multigrid Using Hybrid Parallelization(2014)4 cited
- → A Multigrid Procedure for Local Grid Refinement in Oil Reservoir Simulation(1996)3 cited