Entropy stable h/p-nonconforming discretization with the summation-by-parts property for the compressible Euler and Navier–Stokes equations

Keyphrases

• Vortex 100%
• Nonconforming 100%
• Entropy Stable 100%
• Summation-by-parts 100%
• Compressible Euler Equations 100%
• P-refinement 100%
• Non-uniform Discretization 100%
• Stable Algorithm 100%
• Isentropic 100%
• Compressible NavierStokes Equations 100%
• Entropy Conservation 100%
• Entropy Conservative 100%
• Numerical Simulation 50%
• Navier-Stokes Equations 50%
• Stability Properties 50%
• Turbulent Flow 50%
• Spatial Discretization 50%
• Fully-discrete 50%
• Unstructured Grid 50%
• Non-conforming Interface 50%
• Interpolation Operator 50%
• Coupling Method 50%
• Runge-Kutta Scheme 50%
• Conservation Properties 50%
• Robust Property 50%
• Entropy Function 50%
• Compressible Euler 50%
• Shock Wave Propagation 50%
• Curvilinear Grids 50%
• Taylor-Green Vortex 50%
• Flow Past a Sphere 50%
• Viscous Shock Waves 50%

Mathematics

• Numerical Simulation 100%
• Navier-Stokes Equation 100%
• Discretization 100%
• Interpolation Operator 100%
• Time Evolution 100%
• Summation 100%
• Spatial Discretization 100%

Engineering

• Discretization 100%
• Vortex 100%
• Isentropic 66%
• Stable Algorithm 66%
• Computer Simulation 33%
• Spatial Discretization 33%
• Kutta Scheme 33%
• Demonstrates 33%
• Couplings 33%
• Turbulent Flow 33%
• Navier-Stokes Equation 33%
• Interpolation Operator 33%