MATLAB Toolbox for Handling 2D and 3D FEM Meshes
This MATLAB toolbox offers numerous functionalities for handling 2d and 3d meshes:
- Parse geometry (edge, surface, and volume) - 'extract_geom.m'
- Plot geometry (edge, surface, volume, normal vector, and tangential vector) - 'plot_geom.m'
- Assign variables to the vertices of the meshes - 'extract_data.m'
- Plot variables (scalar variable and vector field) - 'plot_data.m'
- Integrate variables on the meshes (scalar variable and vector field) - 'integrate_data.m'
- Interpolate variables on the meshes - 'interp_data.m'
The toolbox can be used for the following tasks:
- Processing finite element method (FEM) results (e.g. COMSOL, ANSYS, OpenFOAM)
- Handling geographic information system (GIS) data (e.g. digital elevation model)
- Handling additive manufacturing data (e.g. 3d printing)
Examples
The example run_bridge_example.m handles a complex 3d structural analysis:
The example run_simple_example.m uses a simple 2d and 3d electrostatic simulation. This example is used to systemically test/demonstrates the different functions of the toolbox:
Limitations
The following limitations apply to the toolbox:
- For 2d meshes and 3d surfaces, only triangular meshes are supported (no quadrilateral meshes)
- For 3d volumes, only tetrahedral meshes are supported (no hexahedral meshes)
- The integration and interpolation methods are considering linear schemes (no higher-order)
- Probably not scalable to very large meshes (tested with 3.5 million vertices and 7 million triangles)
Compatibility
The toolbox requires the following software packages:
- Tested with MATLAB R2018b
- No toolboxes are required
- Compatibility with GNU Octave not tested but probably slightly problematic
The following software packages are used for generating the data of the examples:
- COMSOL 5.4 for generating the meshes and the solutions
- Inventor 2019 for the CAD drawings
Author
Thomas Guillod - GitHub Profile
License
This project is licensed under the BSD License, see LICENSE.md.
引用格式
Thomas Guillod (2024). fem_mesh_matlab (https://github.com/otvam/fem_mesh_matlab), GitHub. 检索时间: .
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