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Christophe Geuzaine and Jean-François Remacle

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Gmsh is an open source 3D finite element mesh generator with a built-in CADengine and post-processor. Its design goal is to provide a fast, light anduser-friendly meshing tool with parametric input and advanced visualizationcapabilities. Gmsh is built around four modules: geometry, mesh, solver andpost-processing. The specification of any input to these modules is done eitherinteractively using the graphical user interface, in ASCII text files usingGmsh's own scripting language (.geo files), or using the C++, C,Python or Julia Application Programming Interface (API).

See this general presentation fora high-level overview of Gmsh and recent developments,the screencasts for a quick tour of Gmsh's graphicaluser interface, and the reference manual fora more thorough overview ofGmsh's capabilities,some frequently askedquestions and the documentation ofthe C++, C, Python and Julia API.

The source code repositorycontains many examples written using both the built-in script language and theAPI (see e.g. thetutorialsand theand demos).

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Download

Gmsh is distributed under the terms of the GNU GeneralPublic License (GPL):

Current stable release (version 4.7.1, 16 November 2020):
- Download Gmsh for Windows 64-bit, Windows 32-bit, Linux 64-bit, Linux 32-bit or MacOS
- Download the source code
- Download the Software Development Kit (SDK) for Windows 64-bit, Windows 32-bit, Linux 64-bit, Linux 32-bit or MacOS
- Download both Gmsh and the SDK with pip: 'pip install --upgrade gmsh'
Make sure to read the tutorials before sending questions or bug reports.
Development version:
- Download the latest automatic Gmsh snapshot for Windows 64-bit, Windows 32-bit, Linux 64-bit, Linux 32-bit or MacOS
- Download the latest automatic source code snapshot
- Download the latest automatic SDK snapshot for Windows 64-bit, Windows 32-bit, Linux 64-bit, Linux 32-bit or MacOS
- Access the Git repository: 'git clone https://gitlab.onelab.info/gmsh/gmsh.git'
- Download the latest automatic snapshot of both Gmsh and the SDK with pip: 'pip install --force-reinstall --no-cache-dir gmsh-dev'
All versions: binaries and sources

If you use Gmsh please cite the following reference in your work (books,articles, reports, etc.): C. Geuzaine andJ.-F. Remacle. Gmsh: a three-dimensional finite element mesh generator withbuilt-in pre- and post-processing facilities. International Journal forNumerical Methods in Engineering 79(11), pp. 1309-1331, 2009. You can alsocite additional references for specific features andalgorithms.

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Documentation

General presentation with high-level overview of Gmsh and recent developments
Gmsh reference manual (stable release) (also available in PDF and in plain text)
Gmsh reference manual (development version) (also available in PDF and in plain text)
Screencasts showing how to use the graphical user interface
Gitlab development site with a wiki, time line of changes and the bug tracking database
Changelog

Please report all issueson https://gitlab.onelab.info/gmsh/gmsh/issues.

Licensing

Gmsh is copyright (C) 1997-2020 byC. Geuzaine andJ.-F. Remacle(see the CREDITS file for more information) andis distributed under the terms ofthe GNU General Public License(GPL) (version 2 or later, with an exception to allow for easierlinking with external libraries).

In short, this means that everyone is free to use Gmsh and to redistribute it ona free basis. Gmsh is not in the public domain; it is copyrighted and there arerestrictions on its distribution (see the license and therelated frequently askedquestions). For example, you cannot integrate this version of Gmsh (in fullor in parts) in any closed-source software you plan to distribute(commercially or not). If you want to integrate parts of Gmsh into aclosed-source software, or want to sell a modified closed-source version ofGmsh, you will need to obtain a differentlicense. Please contact us directly for moreinformation.

Screenshots

These are two screenshots of the Gmsh user interface, with either the light or dark user interface theme. See the ONELAB web site for more.

References

Gmsh

C. Geuzaine and J.-F. Remacle. Gmsh: a three-dimensional finite element mesh generator with built-in pre- and post-processing facilities. International Journal for Numerical Methods in Engineering 79(11), pp. 1309-1331, 2009.

Cross-patch and STL meshing (Compounds)

J.-F. Remacle, C. Geuzaine, G. Compère and E. Marchandise. High-quality surface remeshing using harmonic maps. International Journal for Numerical Methods in Engineering 83(4), pp. 403-425, 2010.
E. Marchandise, C. Carton de Wiart, W. G. Vos, C. Geuzaine and J.-F. Remacle. High quality surface remeshing using harmonic maps. Part II: surfaces with high genus and of large aspect ratio. International Journal for Numerical Methods in Engineering 86(11), pp. 1303-1321, 2011.
E. Marchandise, J.-F. Remacle and C. Geuzaine. Optimal parametrizations for surface remeshing. Engineering with Computers, December 2012, pp. 1-20.

Quad meshing

J.-F. Remacle, J. Lambrechts, B. Seny, E. Marchandise, A. Johnen and C. Geuzaine. Blossom-Quad: a non-uniform quadrilateral mesh generator using a minimum cost perfect matching algorithm. International Journal for Numerical Methods in Engineering 89, pp. 1102-1119, 2012.
J.-F. Remacle, F. Henrotte, T. Carrier-Baudouin, E. Béchet, E. Marchandise, C. Geuzaine and T. Mouton. A frontal Delaunay quad mesh generator using the L∞ norm. International Journal for Numerical Methods in Engineering, 94(5), pp. 494-512, 2013.

High-order meshing

A. Johnen, J.-F. Remacle and C. Geuzaine. Geometric validity of curvilinear finite elements. Journal of Computational Physics 233, pp. 359-372, 2013.
A. Johnen, J.-F. Remacle and C. Geuzaine. Geometric validity of high-Order triangular finite elements. Engineering with Computers 30 (3), pp. 375-382, 2014.
T. Toulorge, C. Geuzaine, J.-F. Remacle, J. Lambrechts. Robust untangling of curvilinear meshes. Journal of Computational Physics 254, pp. 8-26, 2013.

High-order visualization

J.-F. Remacle, N. Chevaugeon, E. Marchandise and C. Geuzaine. Efficient visualization of high-order finite elements. International Journal for Numerical Methods in Engineering 69(4), pp. 750-771, 2007.