Finite element discretization of the steady, generalized Navier-Stokes equations with inhomogeneous Dirichlet boundary conditions.
Julius JeßbergerAlex KaltenbachPublished in: CoRR (2023)
Keyphrases
- experimental data
- boundary conditions
- navier stokes equations
- finite element
- finite element method
- finite element model
- finite element analysis
- sufficient conditions
- shape from shading
- mesh generation
- boundary element
- reaction diffusion
- soft tissue
- shear stress
- gpu accelerated
- boundary value problem
- blood flow
- finite difference
- numerical solution
- deformation field
- material properties
- spline interpolation
- variational inequalities
- poisson equation
- motion estimation
- computer vision
- biomechanical model
- direct volume rendering
- image sequences