THE LEGAK-3D COMPUTATION METHOD FOR 3D NONSTATIONARY FLOWS OF MULTI-COMPONENT CONTINUUM AND PRINCIPLES OF ITS REALIZATION ON MULTI-PROCESSOR COMPUTERS WITH DISTRIBUTED MEMORY
S. M. Bakhrakh, S. V. Velichko, V. F. Spiridonov, P. A. Avdeev, M. V. Artamonov, E. A. Bakulina, I. Yu. Bezrukova, V. V. Borlyaev, N. A. Volodina, A. O. Naumov, N. E. Ogneva, T. V. Rezvova, A. A. Rezyapov, S. V. Starodubov, I. Yu. Taraday, A. P. Tikhonova, K. V. Tsiberev, A. A. Shanin, M. O. Shirshova, E. V. Shuvalova
VANT. Ser.: Mat. Mod. Fiz. Proc 2004. Вып.4. С. 41-50.
The principles of LEGAK finite-difference Lagrangian-Eulerian method for computing non-stationary flows of multi-component continuum in the 3D geometry are surveyed. Application of concentrations for computing multi-component continuum is the peculiarity of the method. The principles of organizing the program complex, that realizes the presented method on multi-processor computers with distributed memory, are also presented.
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