A parallel monolithic approach for fluid-structure interaction in a cerebral aneurysm

Keyphrases

• Fluid-structure Interaction 100%
• Monolithic Approach 100%
• Fluid Domain 100%
• Cerebral Aneurysm 100%
• Fluid-structure Interaction Problems 66%
• Aneurysm 66%
• Cerebral Arteries 66%
• Wall Shear Stress 33%
• Governing Equation 33%
• Numerical Methods 33%
• PETSc Library 33%
• Numerical Algorithms 33%
• Restricted Additive Schwarz Preconditioner 33%
• Global-local 33%
• Circular Tube 33%
• Unstructured Finite-volume Method 33%
• Kinematic Boundary Condition 33%
• Constitutive Law 33%
• Mass Conservation 33%
• Machining Precision 33%
• Incompressible NavierStokes Equations 33%
• Discrete Geometric Conservation Law 33%
• Arbitrary Lagrangian-Eulerian Method 33%
• Generalized Method 33%
• Fluid Velocity 33%
• Parallel Implementation 33%
• Incompressible Fluid 33%
• Fluid-structure 33%
• Backward Difference 33%
• Saint Venant-Kirchhoff Material 33%
• Structure Domain 33%
• Lagrangian Frame of Reference 33%
• Galerkin Finite Element Method 33%
• Time Integration Method 33%
• Pressure Pulse 33%
• Wall Deformation 33%
• Pressure-shear 33%
• Volume of Fluid 33%
• Domain Boundary 33%
• One-level 33%
• Incomplete Factorization 33%
• Arterial Wall 33%
• Pulsatile Blood Flow 33%
• Blood Pressure 33%
• BDF2 33%
• Flexible Tube 33%
• Quantity of Interest 33%
• Elastic Sphere 33%
• Fully-coupled System 33%

Engineering

• Fluid-Structure Interaction 100%
• Fluid Domain 100%
• Wall Shear Stress 33%
• Numerical Methods 33%
• Finite Volume Method 33%
• Circular Tubes 33%
• Special Attention 33%
• Coupled System 33%
• Geometric Conservation Law 33%
• Mass Conservation 33%
• Precision Machine 33%
• Generalized Method 33%
• Fluid Velocity 33%
• Integration Method 33%
• Incompressible Fluid 33%
• Domain Structure 33%
• Subdomains 33%
• Domain Boundary 33%
• Boundary Condition 33%