A set of python modules for tsunami and flood modelling
Project description
ANUGA
What is ANUGA?
ANUGA (pronounced “AHnooGAH”) is open-source software for the simulation of the shallow water equation, in particular it can be used to model tsunamis and floods.
ANUGA is a python package with some C extensions (and an optional fortran extension). At present ANUGA has not been ported to python 3. We recommend using python 2.7
Developed at Geoscience Australia and Mathematical Sciences Institute at the Australian National University.
Copyright 2004 - 2017 Ole Nielsen, Stephen Roberts, Duncan Gray, Jane Sexton, Gareth Davies
Installation
For installation instructions, see INSTALL.rst
Documentation
ANUGA documentation is available in the doc folder. In particular the user_manual
Also helpful information is available noline at
Web sites
The user’s site is: http://anuga.anu.edu.au/ The WikiPedia for ANUGA is: https://en.wikipedia.org/wiki/ANUGA_Hydro The GitHub repository for ANUGA is: https://github.com/GeoscienceAustralia/anuga_core
A viewer is available for displaying the ANUGA sww output files. ANUGA viewer repository is: https://github.com/GeoscienceAustralia/anuga-viewer
Mailing Lists
Please see anuga user mailing list here:
Latest source code
The latest development version of ANUGA’s sources are is available at:
They can be downloaded as a zip file or using the Git client as follows
git clone https://github.com/GeoscienceAustralia/anuga_core (for read only) git clone git@github.com:GeoscienceAustralia/anuga_core.git (to contribute)
For the latter option see e.g. https://help.github.com/articles/adding-a-new-ssh-key-to-your-github-account/ for instructions on how to authenticate using ssh keys.
Bug reports
To search for bugs or report them, please use the ANUGA’s Bug Tracker at:
Developer information
If you would like to take part in ANUGA development, take a look at CONTRIBUTING.rst.
License information
See the file LICENSE.txt for information on the history of this software, terms & conditions for usage, and a DISCLAIMER OF ALL WARRANTIES.