@inbook{9ae33d97f1c642398a8eab44552ba1f8,

title = "Space-time discontinuous Galerkin finite element methods",

abstract = "In these notes an introduction is given to space-time discontinuous Galerkin (DG) finite element methods for hyperbolic and parabolic conservation laws on time dependent domains. the space-time DG discretization is explained in detail, including the definition of the numerical fluxes and stabilization operators necessary to maintain stable and non-oscillatory solutions. In addition, a pseudo-time integration method for the solution of the algebraic equations resulting from the DG disctretization and the relation between the space-time DG method and an arbitrary lagrangian Eulerian approach are discussed. Finally, a brief overview of some applications to aerodynamics is given.",

keywords = "IR-76039, EWI-12211",

author = "{van der Vegt}, {Jacobus J.W.}",

year = "2006",

language = "Undefined",

isbn = "2-930389-63-X",

series = "VKI Lecture Series",

publisher = "Von Karman Institute for Fluid Dynamics",

pages = "1--37",

editor = "H. Deconinck and M. Ricchiuto",

booktitle = "34th CFD - Higher Order Discretization Methods, Part I Scalar conservation laws",

note = "null ; Conference date: 14-11-2005 Through 18-11-2005",

}