Matrix distribution schemes, originally developed and tested in two dimensions, have been extended to three dimensions. Preliminary numerical evidence shows great promise for these methods, but additional work is still needed to improve robustness near stagnation points and discontinuities.
Multidimensional Upwinding and Implicit Newton Acceleration for the 3D Euler Equations on Tetrahedral Meshes
BONFIGLIOLI, Aldo;
1996-01-01
Abstract
Matrix distribution schemes, originally developed and tested in two dimensions, have been extended to three dimensions. Preliminary numerical evidence shows great promise for these methods, but additional work is still needed to improve robustness near stagnation points and discontinuities.File in questo prodotto:
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