smesh/src/Tools/MeshCut
2021-03-23 17:44:29 +03:00
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AUTHORS Copyright update 2021 2021-03-23 17:44:29 +03:00
CMakeLists.txt Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Carre.cxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Carre.hxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Cas.cxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Cas.hxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Cube.cxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Cube.hxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_DC.cxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Fonctions.cxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Fonctions.hxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Globals.hxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Maillage.cxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Maillage.hxx Copyright update 2021 2021-03-23 17:44:29 +03:00
meshcut_plugin.py Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Utils.cxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCut_Utils.hxx Copyright update 2021 2021-03-23 17:44:29 +03:00
MeshCutDialog.ui Merge from V6_main_20120808 08Aug12 2012-08-09 10:03:55 +00:00
README Merge from V6_main_20120808 08Aug12 2012-08-09 10:03:55 +00:00


                 Cut a tetrahedron mesh by a plane
                 ---------------------------------
                 
MeshCut allows to cut a mesh constituted of linear tetrahedrons by a plane.
The tetrahedrons intersected by the plane are cut and replaced by elements of various types,
(tetrahedron, pyramid, pentahedron).

MeshCut is a standalone program, reading and producing med files.                
                 
Syntax:

MeshCut input.med output.med resuMeshName aboveGroup belowGroup nx ny nz px py pz T

where:
  input.med    = name of the original mesh file in med format
  output.med   = name of the result mesh file in med format
  resuMeshName = name of the result mesh
  aboveGroup   = name of the group of volumes above the cut plane
  belowGroups  = name of the group of volumes below the cut plane
  nx ny nz     = vector normal to the cut plane
  px py pz     = a point of the cut plane
  T            = 0 < T < 1 : vertices of a tetrahedron are considered as belonging to
                 the cut plane if their distance to the plane is inferior to L*T
                 where L is the mean edge size of the tetrahedron