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28th computational fluid dynamics

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VKI LS 1997-02, 28th computational fluid dynamics

28th computational fluid dynamics

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28th computational fluid dynamics
March 3-7, 1997, H. Deconinck
Table of content
  • AFTOSMIS, M.J. - USAF/NASA Ames Research Center, USA
    Solution adaptive cartesian grid methods for aerodynamic flows with complex geometries
  • HABASHI, W.G.1,3; FORTIN, M.2; DOMPIERRE, J.1,4; VALLET, M.-G.5; AIT-ALI-YAHIA, D.1; BOURGAULT, Y.1; ROBICHAUD, M.P.3; TAM, A.5; BOIVIN, S.6 - 1Concordia University; 2Université Laval; 3Pratt & Whitney Canada; Université de Montréal; 5Institut des Matériaux Industriels-CNR Canada; 6Université du Québec
    Anisotropic mesh optimization for structured and unstructured meshes
  • CARETTE, J.-C. & DECONINCK, H. - von Karman Institute, Belgium
    Hybrid structured/unstructured grid generation for high-Reynolds number flows
  • HEMKER, P.W. & KOREN, B. - CWI, The Netherlands
    Standard multigrid techniques for CFD
  • HEMKER; P.W.; KOREN, B.; NOOL, M.; LIOEN, W.M. - CWI, The Netherlands
    VAN DER MAAREL, H.T.M.  - MARIN, The Netherlands
    Solution-adaptive multigrid for steady gas dynamics problems
  • HEMKER, P.W.; KOREN, B.; NOORDMANS, J. - CWI, The Netherlands
    3D multigrid on partially ordered sets of grids
  • CHAN, T.F. ; GO, S.; ZIKATANOV, L. - UCLA, USA
    Multilevel methods for elliptic problems on unstructured grids
  • DE MULDER, T. - von Karman Institute, Belgium
    Stabilized finite element methods (SUPG, GLS, …) for incompressible flows
  • PAILLÈRE, H.; DECONINCK, H.; VAN DER WEIDE, E. - von Karman Institute, Belgium
    Upwind residual distribution methods for compressible flow:
    An alternative to finite volume and finite element methods.
    Part I: Scalar schemes
  • VAN DER WEIDE, E. & DECONINCK, H. - von Karman Institute, Belgium
    Upwind residual distribution methods for compressible flow:
    An alternative to finite volume and finite element methods.
    Part II: System schemes and applications to the Euler equations
  • ISSMAN, E. & DEGREZ, G. - von Karman Institute, Belgium
    Implicit time integration and Newton iterative solvers for accelerating SUPG finite element and residual distribution methods
  • MENTER, F.R.; GROTJANS, H.; UNGER, F. - Advanced Scientific Computing, Germany
    Numerical aspects of turbulence modelling for the Reynolds averaged Navier-Stokes equations

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Manufacturer von Karman Institute for Fluid Dynamics

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