3D Lagrangian discretization
Stephane Delpino (CEA/DIF)
coauthored with B. Despres and E. Labourasse
Lagrangian numerical methods are a
central tool for ICF computation.
In this presentaion we
concentrate on the 3D extension of the Godunov Lagrangian scheme that
has been recently derived in the work of Mazeran and Despres.
We
will present the basis of the 3D scheme which is an algebraic
extension of the
previous 2D scheme. Then we will
present promising results in various dimensions.
NONLINEAR MECHANICAL SYSTEMS LAGRANGIAN AND HAMILTONIAN FORMULATIONS
PARALLEL DYNAMIC UNSTRUCTURED MESH METHODS WITH APPLICATION TO LAGRANGIAN
VALIDATION OF THE LAGRANGIAN APPROACH FOR PREDICTING TURBULENT DISPERSION
Tags: coauthored, discretization, lagrangian, stephane, delpino, (ceadif)