Central schemes in general have been extensively
employed to calculate the approximate solutions of various nonlinear
hyperbolic PDEs and other related problems (consult our
repository for further reference).
In this page we present few prototype examples for the approximate
solutions to some one- and two-dimensional hyperbolic models calculated
with the different central solvers implemented by CentPack. For
the sake of clarity, for each of these examples we provide a short
description of the model/problem, and the (user provided) auxiliary
files that describe the corresponding flux functions and the boundary
and initial conditions of the specific simulation are included with
the software. These auxiliary files should, in principle, serve
the user as a template for creating his/her own auxiliary files.
For more information, please refer to
of the documentation and chapter X of the user guide.
Download the pre-compiled binaries
or the source code
of fully-discrete and semi- discrete central solvers for
one- and two-dimensional systems.
or submit to the
archive of publications dedicated to the construction,
analysis and implementation of high-resolution central schemes.
Jorge Balbás and