Duality based boundary conditions and dual consistent finite difference discretizations of the Navier-Stokes and Euler equations

Keyphrases

• Navier-Stokes Equations 100%
• Euler Equations 100%
• Finite Difference Discretization 100%
• Additional Boundary Conditions 66%
• Well-posedness 33%
• Dual Problem 33%
• Nonlinear Integral 33%
• Energy Stable 33%
• Summation-by-parts 33%
• Integral Functional 33%
• Well-posed Boundary Conditions 33%
• Primal Problem 33%
• Simultaneous Approximation Terms 33%
• Time-dependent Navier-Stokes Equations 33%
• Far-field Boundary Condition 33%
• High-order Finite Difference Schemes 33%

Mathematics

• Euler Equation 100%
• Navier-Stokes Equation 100%
• Boundary Condition 100%
• Discretization 100%
• Nonlinear 16%
• Summation 16%
• Part Form 16%
• Primal Problem 16%
• Finite Order 16%
• Posedness 16%
• Difference Scheme 16%
• Functionals 16%
• Dual Problem 16%
• Space Dimension 16%