This article is cited in 2 papers

Solving the multicomponent diffusion problems by parallel matrix sweep algorithm

E. N. Akimova^a, I. I. Gorbachev^b, V. V. Popov<sup>b

a</sup> Institute of Mathematics of the Ural Branch of RAS
^b Institute of Metal Physics, Ural Division of the Russian Academy of Sciences

Abstract: The parallel matrix sweep algorithm for solving the system of equations with block-diagonal matrices is proposed and realized on the Multiprocessor Computing System MVS-1000. This algorithm is implemented for solving the testing problem of multicomponent diffusion saturation of a plate. The numerical experiments on the investigation of efficiency and speed up coefficients of the parallel algorithm are carried out.

Received: 12.07.2004

Bibliographic databases:

•