Mmg is an open source software for simplicial remeshing.
It provides 3 applications and 4 libraries:
Because we believe that working together is the better way to improve, our applications are and will remain open-source (LGPL).
Discover the Mmg Platform (please, be patient, it may take a while).
- the mmg2d application and the libmmg2d library: adaptation and optimization of a two-dimensional triangulation and generation of a triangulation from a set of points or from given boundary edges
- the mmgs application and the libmmgs library: adaptation and optimization of a surface triangulation and isovalue discretization
- the mmg3d application and the libmmg3d library: adaptation and optimization of a tetrahedral mesh and implicit domain meshing
- the libmmg library gathering the libmmg2d, libmmgs and libmmg3d libraries
Because we believe that working together is the better way to improve, our applications are and will remain open-source (LGPL).
Discover the Mmg Platform (please, be patient, it may take a while).
Geometry preservation
Mesh decimation using Mmgs:
- initial mesh (top): 80 000 triangles
- Mmgs output (bottom): 21 000 triangles
Large scale computation
Mesh adaptation: From 50 000 000 tetra to 150 000 000 on a desktop computer (1 core, 16 GB) in 90 min.
Easy to plug
Shape optimization of a fluid-structure problem.
Total joins the Mmg consortium!
Thank you for supporting our open source software and welcome to our new member.
First public release of ParMmg
The first public release of ParMmg is available on GitHub (https://github.com/MmgTools/ParMmg). It uses distributed memory parallelization (relying on MPI) to adapt 3D volume meshes. For now, it only allows to perform mesh adaptation inside the volume. Thus: the surface mesh is not modified (the -nosurf option of Mmg is enforced);…
Important : Cancellation of the Mmg Day in memory of Cécile Dobrzynski
The hotfix 5.4.1 is available!
This patch fixes: possible missing reference edges in mmg3d; errors in the Gmsh parser; problem in the point insertion kernel along non-manifold edges in mmgs;
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