Active-Set Reduced-Space Methods with Nonlinear Elimination for Two-Phase Flow Problems in Porous Media

Engineering

• Flow Problem 100%
• Active Set 100%
• Space Method 100%
• Two-Phase Flow 100%
• Implicit Method 66%
• Nonlinear System 66%
• Nonlinearity 33%
• Boundedness 33%
• Convergent 33%
• Convergence Performance 33%
• Newton's Method 33%
• Computing Time 33%
• Phase Model 33%
• Engineering Application 33%

Keyphrases

• Nonlinear Elimination 100%
• Reduced-space Method 100%
• Active Set 100%
• Variational Inequality 66%
• Fully Implicit Method 66%
• High Nonlinear 33%
• Physical Feasibility 33%
• Nonlinear Solver 33%
• Extreme Event Simulation 33%

Mathematics

• Time Step 100%
• Nonlinear System 66%
• Variational Inequality 66%
• Iterative Method 33%
• Nonlinearities 33%
• Newton's Method 33%
• Boundedness 33%