FETI and FETI-DP Methods for Spectral and Mortar Spectral Elements: A Performance Comparison
Journal of Scientific Computing
Parallel FETI algorithms for mortars
Applied Numerical Mathematics - 6th IMACS International symposium on iterative methods in scientific computing
IPIC Domain decomposition algorithm for parabolic problems
Applied Mathematics and Computation
A scalable FETI-DP algorithm with non-penetration mortar conditions on contact interface
Journal of Computational and Applied Mathematics
Parallel FETI algorithms for mortars
Applied Numerical Mathematics - 6th IMACS International symposium on iterative methods in scientific computing
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A class of FETI methods for the mortar approximation of a vector field problem in two dimensions is proposed. Edge element discretizations of lowest degree are considered. The method proposed can be employed with geometrically conforming and nonconforming partitions. Our numerical results show that its condition number increases only with the number of unknowns in each subdomain and is independent of the number of subdomains and the size of the problem.