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Wim Vanroose  
    

e-mail:
    Wim.Vanroose@ua.ac.be
telefoon:
    032653313
fax:
    032653777
032653204
statuut:
    Zelfst. acad. pers. BOF
functie:
    hoofddocent
afdeling:
    Departement Wiskunde-Informatica
interne mandaten:
    
bedrijfsadres:
    Middelheimcampus
M.G.210
Middelheimlaan 1
2020 Antwerpen

 

Wim Vanroose
Full publication list can be found Here

High-performance solvers on many-core hardware Together with Przemyslaw Klosiewicz, Bram Reps, Pieter Ghysels we are involved in the Flanders Exascience Lab, a collaboration between groups at five Flemish universities, IMEC and INTEL. To develop a numerical toolkit for the next generation of High performance computing hardware.
  • Hiding global communication latency in the GMRES algorithm on massively parallel machines, P. Ghysels, T. Ashby, K. Meerbergen, W. Vanroose, submitted to SISC [PDF]
  • Improving the arithmetic intensity of multigrid with the help of polynomial smoothers, P. Ghysels, P. Klosiewicz, W. Vanroose, Numerical Linear Algebra and Applications, 2012, vol. 19 p. 253 [PDF]
  • Using Fast and Accurate Simulation to Explore Hardware/Software Trade-offs in the Multi-Core Era,. Heirman W, Carlson TE, Sarkar S, Ghysels P, Vanroose W, Eeckhout L, Parallel Computing 2011.
Hormone transport in plant organs We are involved together with Delphine Draelants and others in the system biology project.
  • Pattern formation in a cell based auxin transport model with numerical bifurcation analysis Delphine Draelants, Jan Broeckhove, Gerrit T. S. Beemster, Wim Vanroose [PDF]
    Numerical Continuation of Resonances. Together with Przemyslaw Klosiewicz and Jan Broeckhove we have have introduced numerical continuation to track resonances in quantum mechanical systems. Numerical Continuation is frequently used in dynamical systems. The method can track transition between resonant and bound state in single channel problems, coupled channel problems with equal and unequal tresholds.
    • Numerical Continuation of Bound and Resonant States of the Two Channel Schröinger Equation, Przemyslaw Klosiewicz, Wim Vanroose, Jan Broeckhove, Phys. Rev. A. (2012) [abstract][PDF]
    • Numerical Continuation of resonances and bound states in coupled channel Schröinger equations, Przemyslaw Klosiewicz, Jan Broeckhove, Wim Vanroose, Comm. Comput. Phys. 11 p 435 (2012) [abstract][PDF]
    • Applying numerical continuation to the parameter dependence of solutions of the Schröinger equation, Jan Broeckhove, Przemyslaw Klosiewicz, Wim Vanroose, Journal of Comp. Appl. Math. 2010 [abstract][PDF]
    • Tracing the parameter dependence of quantum resonances with numerical continuation, W Vanroose, P. Klosiewicz and J. Broeckhove 2009 J. Phys. B: At. Mol. Opt. Phys. 42 044002 [abstract][pdf]
    Efficient solver and numerical continuation of Ginzburg Landau equation. Together with Nico Schlöer we are developing efficient method to study the solutions of the Ginzburg-Landau equation. This equation models a superconducting material in a magnetic field. With Daniele Avitabile we have carried out a systematic bifurcation analysis of superconducting patterns on a square system as a function of the strength of the applied magnetic field.
    • Numerical bifurcation study of superconducting patterns on a square, Nico Schlöer, Daniele Avitabile, Wim Vanroose, SIAM J. Appl. Dyn. Syst. 11, pp. 447-477 (31 pages) [abstract][PDF]
    Iterative Methods for Helmholtz and Schrodinger equation. Together with Siegfried Cools, Bram Reps and Hisham bin Zubair we are analysing the application of multigrid to the Helmholtz problem.
    • Local Fourier Analysis of the Complex Shifted Laplacian preconditioner for Helmholtz problems, Siegfried Cools and Wim Vanroose, [abstract][PDF].
    • A polynomial multigrid smoother for the iterative solution of the heterogeneous Helmholtz problem, Wim Vanroose, Bram Reps, Hisham bin Zubair, submitted to SIAM journal of numerical analysis [abstract][PDF]
    • A preconditioned iterative solver for the scattering solutions of the schrodinger equation, Hisham bin Zubair, Bram Reps and Wim Vanroose, Commun. Comput. Phys., 11 (2012) [abstract][PDF]
    • On the indefinited Helmholtz equation: complex stretched absorbing boundary layers, iterative analysis and preconditioning, Bram Reps, Hisham bin Zubair, Wim Varoose, J. Comp. Phys, 2010, [abstract][PDF]
    Multiscale Methods for Kinetic Models. Together with Ynte Vanderhoydonc and Annemie Bogaerts, we are developing newe numerical lifting operators for problems described by the Boltzmann equation. Earlier we have, together with Pieter Van Leemput, Dirk Roose, Christophe Vandekerckhove and Giovanni Samaey, developed various numerical multiscale methods.
    • Numerical extraction of macroscopic pde and lifting operator from a lattice boltzmann model Ynte Vanderhoydonc and Wim Vanroose, submitted to SIAM MMS [abstract][PDF]
    • Lifting in hybrid lattice Boltzmann and PDE models, Ynte Vanderhoydonc and Wim Vanroose, Computing and visualization in science, 2011, [abstract]
    • A multilevel algorithm to compute steady states of lattice Boltzmann models, Giovanni Samaey, Christophe Vandekerckhove, Wim Vanroose, Wim [abstract][PDF]
    • An Analysis of Equivalent Operator Preconditioning for Equation-Free Newton-Krylov Methods, Giovanni Samaey and Wim Vanroose, [abstract][PDF]
    • Newton-Krylov solvers for the equation-free computation of coarse traveling waves, Giovanni Samaey, Wim Vanroose, Dirk Roose and Ioannis Kevrekidis [abstract][PDF]
    • Accuracy of Hybrid Lattice Boltzmann/Finite Difference Schemes for Reaction-Diffusion Systems, Pieter Van Leemput, Christophe Vandekerckhove, Wim Vanroose, and Dirk Roose [abstract][PDF]
    • Mesoscale Analysis of the Equation-Free Constrained Runs Initialization Scheme,Pieter Van Leemput, Wim Vanroose, and Dirk Roose, [abstract][PDF]
    Together with Fernando Martin (UAM Madrid), Tom Rescigno (Berkeley) and Bill McCurdy (Berkeley, UCDavis) and Dan Horner we did some very large scale scattering calculations on double photoionization of molecules. In this process a single photon kicks two electrons out of a molecule. The pattern of ejection is closely related to the electron-electron correlation in the initial state. We have confirmed that the pattern changes significantly with changing internuclear distance, as previously seen in experiments.
    • Role of Nuclear Motion in Double Ionization of Molecular Hydrogen by a Single Photon, D. A. Horner, W. Vanroose, T. N. Rescigno, F. Martin, and C. W. McCurdy, [abstract][PDF]
    • Complete Photo-Induced Breakup of the H2 Molecule as a Probe of Molecular Electron Correlation , Wim Vanroose, Fernando Martin, Thomas N. Rescigno and C. William McCurdy, abstract[PDF]
    • Double photoionization of aligned molecular hydrogen, W. Vanroose, D. A. Horner, F. Martin, T. N. Rescigno, and C. W. McCurdy, [abstract][PDF]
    • Nonperturbative theory of double photoionization of the hydrogen molecule, W. Vanroose, F. Martin, T. N. Rescigno, and C. W. McCurdy [abstract][PDF]
    Check out Berkeley Lab Research News , in Chemical & Engineering News, Seed Magazine.

    Together with Zhang, McCurdy and Rescigno a model for the interaction of slow electrons with carbon dioxide (CO2). This model reproduces recent experiments and involves strong interaction between nuclear motion and electronic coordinates. In the meantime, this model has been used by others as a starting point for a theory of electron interaction with clusters of CO2.
    • Threshold Vibrational Excitation of CO2 by Slow Electrons Wim Vanroose, Zhiyong Zhang, C. W. McCurdy, and T. N. Rescigno, [abstract][PDF]

    The modified J-matrix method. This is a numerical method for scattering calculations that is mainly for quantum mechanical problems. This method uses the oscillator states as underlying basis. It turns out that, asymptotically, this basis is a mixture between coordinate space and Fourier space.
    • Modified J-Matrix Method for Scattering, Wim Vanroose, Frans Arickx, Jan Broeckhove, [abstract][PDF]
    • The modified J-matrix method for short range potentials , J Broeckhove, F Arickx, W Vanroose and V S Vasilevsky, [abstract]

     
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