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**********************************************************************************************
* ERMES 20.0.4 
**********************************************************************************************
* Ruben Otin
*
* United Kingdom Atomic Energy Authority (UKAEA)
*
* E-mail: ruben.otin@ukaea.uk
*
* Oxford (UK) - July 2026
**********************************************************************************************

This folder contains all the resources required to get started with ERMES 20.0.4. It includes 
the following files and folders:

- "ERMES_20.0.4_Manual.pdf": User manual.
- "ERMES_CPP_20.0.4"       : C++ source code.
- "ERMES_20.0.4"           : GiD user interface.
- "Examples"               : GiD usage examples.
- "Python"                 : Examples Python scripts.

Getting started:

1-) Open "ERMES_20.0.4_Manual.pdf" to learn about ERMES 20.0.4 and its installation process.

2-) Download the folders you need, depending on how you plan to use ERMES:

    - "ERMES_CPP_20.0.4" if you plan to work with the C++ source code.
    - "ERMES_20.0.4" to work with the GiD graphical user interface.
    - "Examples" to explore usage examples.
    - "Python" for customizing boundary conditions, plasma profiles, and source terms.

3-) Follow the instructions provided in the manual to complete the installation and setup.

ERMES 20.0.4 is licensed under the open-source 2-clause BSD license. Publications resulting 
from the use of this software must cite the following article, which describes the program:

R. Otin, "ERMES 20.0: Open-source finite element tool for computational electromagnetics in 
the frequency domain", Computer Physics Communications, Vol. 310, 109521, 2025.

For more information about ERMES 20.0.4, please contact: ruben.otin.bcn@gmail.com

About

ERMES 20.0.4 is the latest release of an open-source tool that solves Maxwell's equations in the frequency domain using the Finite Element Method (FEM). It computes electromagnetic fields from static to high-frequency applications in complex 3D geometries and simulates wave propagation in materials such as plasma.

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