i) It defines interfaces for various components of the numerical
solution process such as grids and solvers.
ii) It allows the reuse of existing codes: Alberta and UG are two well
known packages that are available as grid components in DUNE.
iii) Efficiency is achieved through consequent use of generic
programming techniques.
iv) Parallelism is supported through a flexible data partitioning
model.
In this talk the interfaces for the grid and linear algebra components are examined in more detail. In particular we describe in an abstract way the kind of grids that are supported by the interface. Numerical examples illustrating the flexibility and the efficiency of the approach are presented.
Zeit: | Freitag, 01. Juli, 2005, 16.15 (Kaffee/Tee um 15.30 p.m.) |
Ort: | FU Berlin, Arnimallee 2-6, Raum 032 im EG |