29 | 03 | 2024

Gyptis

Gyptis is a package to solve Maxwell’s equations with the finite element method. It is in early stage and currently being actively developed, so features might come and go.

XLiFE++

XLiFE++ is an FEM-BEM C++ code developed by P.O.e.m.s. laboratory and I.R.M.A.R. laboratory, that can solve 1D / 2D / 3D, scalar / vector, transient / stationnary / harmonic problems.

It includes Boundary Elements methods for Maxwell equations. 

  • Link 27 March 2019

https://uma.ensta-paristech.fr/soft/XLiFE++/images/examples/helmholtz2d_FE-IR.png

Montjoie

Montjoie is a high-order finite element C++ framework, to solve time-domain or time-harmonic linear partial differential equations. There are several finite element : nodal finite elements, discontinuous Galerkin finite elements, edge finite elements.

  • Link (31 Jan 2022)

Onelab Electromagnetic Scattering

Onelab model for solving various 3D electromagnetic scattering problems on an isolated object. Onelab (Open Numerical Engineering LABoratory) is an open-source, lightweight interface to finite element software. The T-matrix of an isolated scatterer of arbitrary shape can be computed.

 

ElectromagneticScattering

A Onelab model for 3D scattering problems in nanophotonics. The T-matrix of an isolated scatterer of arbitrary shape can be computed.

  • Link (22 Apr 2021)

GetDDM combines GetDP and Gmsh to solve large scale finite element problems using optimized Schwarz domain decomposition methods.

  • Link (29 Feb 2016)

FreeFEM

FreeFEM is a partial differential equation solver for non-linear multi-physics systems in 2D and 3D. Problems involving partial differential equations from several branches of physics, such as fluid-structure interactions, require interpolations of data on several meshes and their manipulation within one program. FreeFEM includes a fast interpolation algorithm and a language for the manipulation of data on multiple meshes.

  • Link 10 April 2019

JFEM3D

JEM3D ist an FEM solver by Jeffrey M. McMahon which solves the vector wave equation for the electric or magnetic field directly.

ERMES

ERMES (Electric Regularized Maxwell Equations with Singularities) is a finite element code in frequency domain which implements in C++ a simplified version of the weighted regularized Maxwell equation method.

  • Link (28 March 2019)

Librairie Eléments Finis Mélina: Documentation, Téléchargement

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