A robust high-order residual distribution type scheme for steady Euler equations on unstructured grids

Keyphrases

• High-order 100%
• Unstructured Grid 100%
• Steady Euler Equations 100%
• Distribution Type 100%
• Residual Distribution 100%
• Iterative Scheme 66%
• Newton Iteration 66%
• Free Stream 66%
• Geometrical Configuration 66%
• Jacobian Matrix 66%
• Relaxation Method 33%
• Centroid 33%
• Relaxation Parameter 33%
• Discontinuous Galerkin Method 33%
• Main Active Ingredients 33%
• Linear Reconstruction 33%
• Symmetric Gauss-Seidel 33%
• Newton's Method 33%
• Multigrid Solver 33%
• Multigrid Method 33%
• Approximation by Polynomials 33%
• Neighboring Cells 33%
• Numerical Differentiation 33%
• WENO Scheme 33%
• Approximate Derivative 33%
• Computational Physics 33%
• Hierarchical Reconstruction 33%
• Linear multigrid 33%
• High-order Algorithms 33%
• Two-dimensional Airfoil 33%
• CFL number 33%
• Gauss-Seidel Iteration 33%
• Numerical Flux 33%

Engineering

• Euler Equation 100%
• Jacobian Matrix 100%
• Multigrid 100%
• Free Flow 100%
• Distribution Type 100%
• Geometrical Configuration 100%
• Two Dimensional 50%
• Simplifies 50%
• Gauss 50%
• Discontinuous Galerkin 50%
• Newton's Method 50%
• Neighboring Cell 50%
• Linear Reconstruction 50%
• Airfoil 50%
• Relaxation Parameter 50%
• Proportional Constant 50%

Mathematics

• Residuals 100%
• Euler Equation 100%
• Matrix (Mathematics) 66%
• Approximates 66%
• Iterative Scheme 66%
• Newton Iteration 66%
• Free Stream 66%
• Polynomial 33%
• Time Step 33%
• Newton's Method 33%
• Numerical Differentiation 33%
• Multigrid Method 33%
• Centroid 33%
• Seidel Iteration 33%