Stencil scaling for vactor-valued PDES on hybrid grids with applications to generalized newtonian fluids

Keyphrases

• Vector-valued 100%
• Hybrid Microgrid 100%
• Stencil Scaling 100%
• Generalized Newtonian Fluid 100%
• Numerical Experiments 50%
• Mathematical Model 50%
• On the Fly 50%
• Nonlinearity 50%
• Partial Differential Equations 50%
• Lower Order 50%
• Matrix Approach 50%
• Experimental Performance 50%
• SuperMC 50%
• Attractive Alternatives 50%
• Memory Consumption 50%
• Bilinear Form 50%
• Shear Thinning 50%
• Performance Estimate 50%
• Sparse Matrices 50%
• Viscosity 50%
• Finite Element Discretization 50%
• Strain Rate 50%
• Stokes Problem 50%
• Scaling Technique 50%
• Stencil 50%
• Reduced Memory 50%
• Elliptic Partial Differential Equations 50%
• Finite Element Implementation 50%
• Linear Elastodynamics 50%
• Linear Finite Element 50%
• Nonlinear Shear 50%
• Coefficient Vector 50%
• Incompressible Stokes Flow 50%
• Matrix Data 50%
• Hierarchical Hybrid Grids 50%
• Theoretical Performance 50%
• Physical Applications 50%
• Scaling Constants 50%
• Matrix-free Finite Elements 50%

Mathematics

• Matrix (Mathematics) 100%
• Partial Differential Equation 100%
• Finite Element Method 100%
• Newtonian Fluid 100%
• Discretization 50%
• Sparse Matrix 50%
• Mathematical Modeling 50%
• Stokes Problem 50%
• Variable Coefficient 50%
• Bilinear Form 50%
• Stoke Flow 50%
• Numerical Experiment 50%
• Nonlinearity 50%
• Elasticity 50%
• Data Format 50%