Fully discrete energy stable high order finite difference methods for hyperbolic problems in deforming domains

Keyphrases

• Energy Stable 100%
• Hyperbolic Problems 100%
• Fully-discrete 100%
• Discrete Energy Method 100%
• Deforming Domain 100%
• High-order Finite Difference Methods 100%
• Coordinate Transformation 50%
• Numerical Calculation 50%
• Weak Imposition 50%
• Linearized Euler Equations 50%
• Summation-by-parts Operators 50%
• Summation-by-parts 50%
• Constant Coefficients 50%
• Continuous Problems 50%
• Energy Method 50%
• System of Equations 50%
• Fully Discrete Approximations 50%
• Time Discretization 50%
• Moving Boundary 50%
• Coefficient System 50%
• Conservative Finite-difference Scheme 50%
• Time-dependent Coordinates 50%
• Geometric Conservation Law 50%
• Hyperbolic Systems of Equations 50%
• Well-posed Boundary Condition 50%
• Uniform Flow Field 50%
• Space-time Discretization 50%

Mathematics

• Discrete Energy 100%
• Finite Difference Method 100%
• Boundary Condition 100%
• Summation 66%
• Equation System 66%
• Initial Condition 33%
• Euler Equation 33%
• Continuous Problem 33%
• Discrete Approximation 33%
• Hyperbolic Systems 33%
• Conservation Law 33%
• Time Discretization 33%
• Variable Coefficient 33%
• Flow Field 33%
• Constant Coefficient 33%