Some Approaches Towards Constructing Optimally Efficient Multigrid Solvers for the Inviscid Flow Equations, Volume 201725
Institute for Computer Applications in Science and Engineering, NASA Langley Research Center, 1997 - 26 pages
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12th AIAA CFD advection equation advection operator AIAA CFD meeting airfoil algorithm artificial dissipation circular bump compressible Euler equations compressible flow conservation laws Deconinck decoupled different co-factors discontinuities discrete equations discrete scheme distribution formula node Distributive Gauss-Seidel relaxation efficient multigrid solver elliptic factor equa equation based schemes Euler system flow regimes following residual distribution fundamental advantage genuinely multidimensional approach genuinely multidimensional scheme genuinely multidimensional upwind genuinely-multidimensional high-resolution genuinely high-resolution mechanism high-resolution scheme hyperbolic system ICASE incompressible Inviscid Flow Langley Research Center linearity preserving multidimensional high-resolution multidimensional upwind scheme NASA Navier-Stokes equations nonlinear one-dimensional optimal multigrid efficiency optimally efficient multigrid partial differential equations phQh positive type pressure equation based Rehovot Report residual distribution formula robust scalar advection sign(B solution obtained standard high-resolution steady Euler equations steady-state Subcritical flow subsonic supersonic Ta'asan testcase tions Transonic flow triangle triangular element unstructured triangular grids update variables formulation