Analysis of sponge zones for computational fluid mechanics

Mathematics

• Boundary Condition 100%
• Convergence Property 100%
• Convergence Rate 100%
• Dimensional Time 100%
• Finite Element Method 100%
• Forcing Term 100%
• Initial-Value Problem 100%
• Linearized Stability 100%
• Minimizes 100%
• Nonlinear Analysis 100%
• Numerical Example 100%
• One Dimension 100%
• Penalty Method 100%
• Pointwise Convergence 100%
• Small Domain 100%
• Source Point 100%
• Stability Theory 100%

Keyphrases

• Acoustic Wave Propagation 33%
• Acoustics 66%
• All-frequency 33%
• Boundary Treatment 33%
• Burgers Equation 33%
• Comp 33%
• Computational Fluid Mechanics 100%
• Convergence Estimates 33%
• Convergence Property 33%
• Convergence Rate 66%
• Eigenmodes 33%
• Finite Element Method 33%
• Forcing Term 33%
• Governing Equation 33%
• Harmonic Points 33%
• High-frequency Limit 33%
• Initial Value Problem 33%
• Israeli 100%
• Linear Stability Theory 33%
• Numerical Examples 33%
• One Dimension 33%
• One-dimensional Wave Propagation 33%
• Penalty Method 33%
• Point Source 33%
• Pointwise Convergence 33%
• Radiation Boundary Conditions 33%
• Shear Layer 33%
• Small Domains 33%
• Solid Foundation 33%
• Sound Pulse 33%
• Three-dimensional (3D) 33%
• Time Harmonics 33%
• Two Dimensional 66%
• Weakly Nonlinear Analysis 33%

Engineering

• Boundary Condition 50%
• Convergence Property 50%
• Convergence Rate 50%
• Eigenmode 50%
• Far-Field Sound 50%
• Finite Element Method 50%
• Fluid Mechanics 100%
• Frequency Limit 50%
• Harmonics 50%
• Initial Value 50%
• Linearized Stability 50%
• Nonlinear Analysis 50%
• Numerical Example 50%
• One Dimensional 50%
• Rate of Convergence 50%
• Shear Layer 50%
• Source Point 50%
• Two Dimensional 100%