BRUYÈRES-LE-CHATEL, France, Jan 28, 2015 – Distene announces the release of MeshGems 2.0 which brings Boundary Layers generation capability, Mesh Quality enhancements and the Distributed Parallel performance, to making a new step forward in automatic meshing meshing for a wide range of physics simulations including CFD, structures and electromagnetics.
- Surface meshing on discrete geometries has been significantly improved. MeshGems 2.0 offers a common workflow for surface meshing on continuous CAD geometry and discrete models like STL or mesh data.
- Surface Meshing introduces the possibility to drive the type of elements generated on a CAD-patch per CAD-patch basis.
- New algorithms have been introduced for MG_Cleaner, leading to an increased success rate of the automatic correction feature.
- Partial support for required entities has been introduced specifically for when some entities should be kept unchanged.
- New enhanced boundary regeneration algorithms have been added to MG_Tetra to increase significantly the success rate on difficult cases.
- The mesh generation speed of MG_Tetra has been optimized, specifically targeting the generation of large meshes.
- The quality (aspect ratio) of the generated volume mesh has been improved.
New Products
In addition to improvements to existing components, MeshGems 2.0 added two major new products MG-Tetra_HPC and MG-Hybrid:
- MG-Tetra_HPC for parallel (multithread or distributed) tetrahedral volume mesh generation. MG-Tetra_HPC benefits naturally from all the experience of the widely used MG-Tetra, and obeys to the same basic principles: the surface mesh is not changed at all by the volume meshing process, cavities can be meshed, mesh entities can be enforced in the volume, etc.
- MG-Hybrid for mixed element type volume mesh generation. Starting from a mixed triangle/quadrangle surface mesh, it is able to generate a hybrid volume mesh conformal to this input surface mesh, including advanced extrusion of the surface mesh, boundary layer, a transition layer and then fill in the remaining core using either tetrahedra or hexahedra.
