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A multiscale stabilized ALE formulation for incompressible flows with moving boundaries
Ramon Calderer,
Arif Masud
Civil and Environmental Engineering
Aerospace Engineering
Micro and Nanotechnology Lab
National Center for Supercomputing Applications (NCSA)
Biomedical and Translational Sciences
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Keyphrases
Moving Boundary
100%
Incompressible Flow
100%
Arbitrary Lagrangian-Eulerian Method
100%
Variational multiscale Method
100%
Fluid-filled
50%
Stabilized Methods
50%
Computational Grid
50%
Multi-scale Framework
50%
Fluid-solid Interface
50%
Incompressible Navier-Stokes Equations
50%
Stabilized Finite Element Method
50%
Coarse Scale
50%
Scale Problem
50%
Scale Space
50%
Stabilization Parameter
50%
Arbitrary Lagrangian-Eulerian
50%
Mesh Moving
50%
Eulerian Frame
50%
Fluid Boundary
50%
Engineering
Multiscale
100%
Incompressible Flow
100%
Fine Scale
66%
Model Problem
33%
Computational Grid
33%
Scale Problem
33%
Moving Mesh
33%
Scale Space
33%
Stabilized Method
33%
Eulerian Frame
33%
Boundary Fluid
33%
Finite Element Analysis
33%
Navier-Stokes Equation
33%
Mathematics
Lagrangian
100%
Incompressible Flow
100%
Finite Element Method
50%
Scale Problem
50%
Test Problem
50%
Navier-Stokes Equation
50%