Welcome to the von Karman Institute for Fluid Dynamics Store

33rd computational fluid dynamics course - novel methods for solving convection dominated systems

Be the first to review this product

Availability: In stock

€120.00
OR

Quick Overview

VKI LS 2003-05, 33rd computational fluid dynamics course - novel methods for solving convection dominated systems

33rd computational fluid dynamics course - novel methods for sol

Double click on above image to view full picture

Zoom Out
Zoom In

More Views

  • 33rd computational fluid dynamics course - novel methods for sol

Details

33rd computational fluid dynamics course - novel methods for solving convection dominated systems March 24-28, 2003; H. Deconinck
Table of content
  • BARTH, T. – NASA Ames Research Center, USA
    Numerical methods for conservation laws on structured and unstructured meshes
  • SHU, C.-W. – Brown University, USA
    The discontinuous Galerkin method: relationship to finite difference and finite volume methods and recent developments
  • VAN DER VEGT, J.J.W.1 & VAN DER VEN, H.21University of Twente & 2National Aerospace Laboratory NLR, The Netherlands
    Space-time discontinuous Galerkin finite element method with dynamic grid motion for inviscid compressible flows
  • BOCHEV, P. – Sandia National Laboratories, USA
    A discourse on variational and geometric aspects of stability of discretizations
  • DECONINCK, H.; RICCHIUTO, M.; SERMEUS, K. - von Karman Institute for Fluid Dynamics, Belgium
    Introduction to residual distribution schemes and comparison with stabilized finite elements
  • SERMEUS, K. & DECONINCK, H. - von Karman Institute for Fluid Dynamics, Belgium
    Solution of steady Euler and Navier-Stokes equations using residual distribution schemes
  • ABGRALL, R.1 & MEZINE, M.21Université de Bordeaux I & 2Institut Universitaire de France, France
    Residual distribution scheme for steady problems
  • MEZINE, M.1; RICCHIUTO, M.2, ABGRALL, R.3; DECONINCK, H.21Université de Bordeaux I & 3Institut Universitaire de France & 2von Karman Institute for Fluid Dynamics, 1,3France & 2Belgium
    Monotone and stable residual distribution schemes on prismatic space-time elements for unsteady conservation laws
  • CSIK, Á., RICCHIUTO, M.; DECONINCK, H. - von Karman Institute for Fluid Dynamics, Belgium
    Space-time residual distribution schemes for hyperbolic conservation laws over linear and bilinear elements
  • CSIK, Á.1,2; POEDTS, S.2; DECONINCK, H.1 - 1von Karman Institute for Fluid Dynamics, Belgium & 2Katholieke Universiteit Leuven, Belgium
    Application of the residual distribution method to the solution of the nonlinear system of ideal magnetohydrodynamics equations
  • DOBES, J.; RICCHIUTO, M.; DECONINCK, H. - von Karman Institute for Fluid Dynamics, Belgium
    Implicit space-time residual distribution method for unsteady laminar viscous flow
  • RICCHIUTO, M.1; ABGRALL, R.2; DECONINCK, H.1 - 1von Karman Institute for Fluid Dynamics & 2Université de Bordeaux I, 1Belgium & 2France
    Construction of very high order residual distribution schemes for unsteady scalar advection: preliminary results

Additional Information

Manufacturer von Karman Institute for Fluid Dynamics

Product Tags

Use spaces to separate tags. Use single quotes (') for phrases.