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32nd computational fluid dynamics - multiscale methods - hardcover

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VKI LS 2002-06, 32nd computational fluid dynamics - multiscale methods

32nd computational fluid dynamics - multiscale methods

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32nd computational fluid dynamics - multiscale methods
September 9-13, 2002; H. Deconinck
Table of content
  • LAYTON, W.J. – University of Pittsburgh, USA
    A mathematical introduction to Large Eddy Simulation
    Advanced models for Large Eddy Simulation
    Variational multiscale methods and subgrid scale eddy viscosity
  • COLLIS, S.S. – Rice University, Houston, Texas, USA
    Multiscale methods for turbulence simulation and control
  • ALLAIRE, G. – Ecole Polytechnique, CMAP, France
    Lecture 1: Introduction to homogenization theory
    Lecture 2: Homogenization in porous media
    Lecture 3: Numerical methods of homogenization
  • FRANCA, L.P. – University of Colorado at Denver, USA
    Lecture 1: Introduction to stabilized methods
    Lecture 2: Stabilization methods based on residual-free bubbles
    Lecture 3: Two-level finite element method and application to the Navier-Stokes equations
  • FRANCA, L.P.1 & VALENTIN, F.2- 1University of Colorado at Denver, USA & 2Laboratório Nacional de Computação Científica – LNCC, Brazil
    On an improved unusual stabilized finite element method for the advective-reactive-diffusive equation
  • FRANCA, L.P.1, NESLITURK, A.1, STYNES, M.2 - 1University of Colorado at Denver, USA & 2University College Cork, Ireland
    On the stability of residual-free bubbles for convection-diffusion problems and their approximation by a two-level finite element methods
  • FRANCA, L.P. & NESLITURK, A. - University of Colorado at Denver, USA
    On a two-level finite element method for the incompressible Navier-Stokes equations
  • FRANCA, L.P. & HWANG, F-N. - University of Colorado at Denver, USA
    Refining the submesh strategy in the two-level finite element method: application to the advection-diffusion equation
  • BREZZI, F.1, FRANCA, L.P.2, RUSSO, A.3 - 1Universitá di Pavia, Italy - 2University of Colorado at Denver, USA - 3Instituto di Analisi Numerica del CNR, Italy
    Further considerations on residual-free bubbles for advective-diffusive equations
  • DAHMEN, W. – RWTH Aachen, Germany
    Wavelet methods for PDEs
  • MÜLLER, S.– RWTH Aachen, Germany
    Adaptive multiresolution schemes for conservation laws
  • NEUSS, N. – Simulation in Technology Center, University of Heidelberg, Germany
    Multigrid and homogenisation

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