An algebraic ILU(k) based two-level domain decomposition preconditioner

Authors

  • Douglas A. Augusto
  • Luiz M. Carvalho
  • Paulo Goldfeld
  • Ítalo C.L. Nievinski
  • José R.P. Rodgrigues
  • Michael Souza

DOI:

https://doi.org/10.5540/03.2015.003.01.0093

Keywords:

two-level preconditioners, domain decomposition, Krylov methods, linear systems.

Abstract

With the ultimate goal of designing a scalable parallel preconditioner for reservoir simulation problems, we combine domain decomposition ideas (prove suitable for parallelization) with incomplete factorizations (which are standard in reservoir simulation) at subdomain level. We introduce an ILU(k)-based two-level domain decomposition preconditioner and compare its performance with a two-level ILU(k)-Block-Jacobi preconditioner.

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Published

2015-08-25

Issue

Section

Computação Científica