## Computing methods in applied sciences and engineering, 1977, II: third international symposium, December 5-9, 1977 |

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### Contents

Recent Methods for Computing Discontinuous Solutions a Review | 3 |

Finite Element Methods and NavierStokes Equations | 27 |

YANENKO N N LISSEIKIN V D and KOVENIA V M | 48 |

Copyright | |

18 other sections not shown

### Common terms and phrases

airfoil algorithm ANGLE OF ATTACK applied approximation artificial viscosity boundary conditions calculations cell champ coefficients Computational Physics conservation constant convergence coordinate courant d'ordre d'une density deux differential equations donnée éléments finis energy entropy entropy condition équations equilibrium error été être example façon Figure finite difference schemes finite element method Fluid Dynamics flux Fokker-Planck equation formulation Fourier function Galerkin Galerkin method grid hyperbolic implicit integral inviscid iteration l'assimilation l'écoulement l'équation linéaires linear magnetic field matrix mesh méthode modèle modes momentum Navier-Stokes Navier-Stokes equations nombre nonlinear Numerical Methods numérique obtained obtient optimization ordinary differential equations oscillations parameters peut phase plasma physics potential flow pressure residual résultats schéma SLOR solved spectral stability suivant supersonic surface temps theory tion tokamak transonic transonic flows triangles valeurs vapor variables velocity viscosity vitesse