Kees Vuik
Chair of Delft Institute of Applied Mathematics at Delft University Of Technology
Based in The Randstad, Netherlands
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Seniority
C-Team
Department
Other
Location
The Randstad
Industry
Research Services
Company size
10K
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Background
About Kees Vuik
Current research consists of Numerical Linear Algebra applied to problems originating from the discretized Navier Stokes equations and the solution of moving boundary problems (Stefan problems). Numerical linear algebra topics * Iterative methods for linear systems * Preconditioning for iterative methods * Deflation combined with iterative methods * Iterative methods for the Helmholtz equation (Krylov methods, preconditioning, multigrid)* Iterative methods for Least Squares problems * Iterative methods to calculate eigenvalues Navier Stokes equation topics * Solution of the Navier Stokes equations by the pressure correction method * Coupled approach, where the momentum and pressure equations are solved simultaneously.* Convection diffusion equation * Poisson equation Parallel computing I am interested in parallel computing in order to solve the discretized Navier Stokes equations, which lead to very large linear systems.* Interested in developments of PVM and MPI * Domain decomposition methods * Parallel methods for a cluster of workstations Moving boundary problems * Conservative discretization of the Stefan condition at the free boundary * Historical background of the Stefan problem * Modelling and applications: etching problems, homogenization of alloys etc.* Numerical methods for multiphase flow, bubbles etc. Specialties: Numerical Linear Algebra, Krylov methods, preconditioners
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