We investigate the use of approximate factorization and diagonalizing techniques for solving iteratively fully implicit numerical models of three-dimensional transport-chemistry problems. In particular, we investigate various possibilities that can take advantage of the parallelization and vectorization facilities offered by parallel vector computers.

Ordinary Differential Equations (acm G.1.7), Partial Differential Equations (acm G.1.8)
Finite difference methods (msc 65M06), Stability and convergence of numerical methods (msc 65M12), Method of lines (msc 65M20)
Department of Numerical Mathematics [NM]
Unknown CWI/SMC

van der Houwen, P.J, Sommeijer, B.P, & Kok, J. (1996). The iterative solution of fully implicit discretizations of three-dimensional transport models. Department of Numerical Mathematics [NM]. CWI.