Abstract:
Two approaches to parallel computations using Monte Carlo nonstationary
statistical simulation are described. These approaches are based on coarse
and fine grain parallelisms. Both of them are applied to the problem of
shock wave. Parallelization is performed without considerable changes
in the algorithm under consideration. The first approach is the pure
parallelism and it is in good agreement with the statistical nature of the
problem. In this case, there is almost no limitation on the number of employed
processors. The second approach (the fine grain parallelism) is effective at
the nonstationary stage of the process.
Keywords:coarse and fine grain parallelisms, gaseous mixture, nonstationary statistical simulation method, steady shock wave, velocity distribution of particles.