functor = aFilterMgr.CreateLength()
elif theCriterion == FT_Length2D:
functor = aFilterMgr.CreateLength2D()
+ elif theCriterion == FT_Deflection2D:
+ functor = aFilterMgr.CreateDeflection2D()
elif theCriterion == FT_NodeConnectivityNumber:
functor = aFilterMgr.CreateNodeConnectivityNumber()
elif theCriterion == FT_BallDiameter:
# @param f is the file name
# @param overwrite boolean parameter for overwriting/not overwriting the file
# @param meshPart a part of mesh (group, sub-mesh) to export instead of the mesh
+ # @param groupElemsByType if true all elements of same entity type are exported at ones,
+ # else elements are exported in order of their IDs which can cause creation
+ # of multiple cgns sections
# @ingroup l2_impexp
- def ExportCGNS(self, f, overwrite=1, meshPart=None):
+ def ExportCGNS(self, f, overwrite=1, meshPart=None, groupElemsByType=False):
unRegister = genObjUnRegister()
if isinstance( meshPart, list ):
meshPart = self.GetIDSource( meshPart, SMESH.ALL )
meshPart = meshPart.mesh
elif not meshPart:
meshPart = self.mesh
- self.mesh.ExportCGNS(meshPart, f, overwrite)
+ self.mesh.ExportCGNS(meshPart, f, overwrite, groupElemsByType)
## Export the mesh in a file in GMF format.
# GMF files must have .mesh extension for the ASCII format and .meshb for
# @ingroup l2_grps_create
def MakeGroupByIds(self, groupName, elementType, elemIDs):
group = self.mesh.CreateGroup(elementType, groupName)
+ if isinstance( elemIDs, Mesh ):
+ elemIDs = elemIDs.GetMesh()
if hasattr( elemIDs, "GetIDs" ):
if hasattr( elemIDs, "SetMesh" ):
elemIDs.SetMesh( self.GetMesh() )
return self.editor.MakeIDSource(ids, elemType)
- # Get informations about mesh contents:
+ # Get information about mesh contents:
# ------------------------------------
- ## Get the mesh stattistic
+ ## Get the mesh statistic
# @return dictionary type element - count of elements
# @ingroup l1_meshinfo
def GetMeshInfo(self, obj = None):
def GetPointState(self, x, y, z):
return self.editor.GetPointState(x, y, z)
+ ## Check if a 2D mesh is manifold
+ # @ingroup l1_controls
+ def IsManifold(self):
+ return self.editor.IsManifold()
+
+ ## Check if orientation of 2D elements is coherent
+ # @ingroup l1_controls
+ def IsCoherentOrientation2D(self):
+ return self.editor.IsCoherentOrientation2D()
+
## Find the node closest to a point and moves it to a point location
# @param x the X coordinate of a point
# @param y the Y coordinate of a point
# Type SMESH.FunctorType._items in the Python Console to see all items.
# Note that not all items correspond to numerical functors.
# @param MaxAngle is the maximum angle between element normals at which the fusion
- # is still performed; theMaxAngle is mesured in radians.
+ # is still performed; theMaxAngle is measured in radians.
# Also it could be a name of variable which defines angle in degrees.
# @return TRUE in case of success, FALSE otherwise.
# @ingroup l2_modif_unitetri
# Type SMESH.FunctorType._items in the Python Console to see all items.
# Note that not all items correspond to numerical functors.
# @param MaxAngle a max angle between element normals at which the fusion
- # is still performed; theMaxAngle is mesured in radians.
+ # is still performed; theMaxAngle is measured in radians.
# @return TRUE in case of success, FALSE otherwise.
# @ingroup l2_modif_unitetri
def TriToQuadObject (self, theObject, theCriterion, MaxAngle):
def MergeEqualElements(self):
self.editor.MergeEqualElements()
+ ## Returns all or only closed free borders
+ # @return list of SMESH.FreeBorder's
+ # @ingroup l2_modif_trsf
+ def FindFreeBorders(self, ClosedOnly=True):
+ return self.editor.FindFreeBorders( ClosedOnly )
+
+ ## Fill with 2D elements a hole defined by a SMESH.FreeBorder.
+ # @param FreeBorder either a SMESH.FreeBorder or a list on node IDs. These nodes
+ # must describe all sequential nodes of the hole border. The first and the last
+ # nodes must be the same. Use FindFreeBorders() to get nodes of holes.
+ # @ingroup l2_modif_trsf
+ def FillHole(self, holeNodes):
+ if holeNodes and isinstance( holeNodes, list ) and isinstance( holeNodes[0], int ):
+ holeNodes = SMESH.FreeBorder(nodeIDs=holeNodes)
+ if not isinstance( holeNodes, SMESH.FreeBorder ):
+ raise TypeError("holeNodes must be either SMESH.FreeBorder or list of integer and not %s" % holeNodes)
+ self.editor.FillHole( holeNodes )
+
## Return groups of FreeBorder's coincident within the given tolerance.
# @param tolerance the tolerance. If the tolerance <= 0.0 then one tenth of an average
# size of elements adjacent to free borders being compared is used.
## Identify the elements that will be affected by node duplication (actual duplication is not performed.
# This method is the first step of DoubleNodeElemGroupsInRegion.
- # @param theElems - list of groups of elements (edges or faces) to be replicated
+ # @param theElems - list of groups of nodes or elements (edges or faces) to be replicated
# @param theNodesNot - list of groups of nodes not to replicated
# @param theShape - shape to detect affected elements (element which geometric center
# located on or inside shape).
# The replicated nodes should be associated to affected elements.
- # @return groups of affected elements
+ # @return groups of affected elements in order: volumes, faces, edges
# @ingroup l2_modif_duplicat
def AffectedElemGroupsInRegion(self, theElems, theNodesNot, theShape):
return self.editor.AffectedElemGroupsInRegion(theElems, theNodesNot, theShape)
def CreateHoleSkin(self, radius, theShape, groupName, theNodesCoords):
return self.editor.CreateHoleSkin( radius, theShape, groupName, theNodesCoords )
- def _getFunctor(self, funcType ):
- fn = self.functors[ EnumToLong(funcType) ]
+ ## Create a polyline consisting of 1D mesh elements each lying on a 2D element of
+ # the initial mesh. Positions of new nodes are found by cutting the mesh by the
+ # plane passing through pairs of points specified by each PolySegment structure.
+ # If there are several paths connecting a pair of points, the shortest path is
+ # selected by the module. Position of the cutting plane is defined by the two
+ # points and an optional vector lying on the plane specified by a PolySegment.
+ # By default the vector is defined by Mesh module as following. A middle point
+ # of the two given points is computed. The middle point is projected to the mesh.
+ # The vector goes from the middle point to the projection point. In case of planar
+ # mesh, the vector is normal to the mesh.
+ # @param segments - PolySegment's defining positions of cutting planes.
+ # Return the used vector which goes from the middle point to its projection.
+ # @param groupName - optional name of a group where created mesh segments will
+ # be added.
+ # @ingroup l2_modif_duplicat
+ def MakePolyLine(self, segments, groupName='', isPreview=False ):
+ editor = self.editor
+ if isPreview:
+ editor = self.mesh.GetMeshEditPreviewer()
+ segmentsRes = editor.MakePolyLine( segments, groupName )
+ for i, seg in enumerate( segmentsRes ):
+ segments[i].vector = seg.vector
+ if isPreview:
+ return editor.GetPreviewData()
+ return None
+
+ ## Return a cached numerical functor by its type.
+ # @param theCriterion functor type - an item of SMESH.FunctorType enumeration.
+ # Type SMESH.FunctorType._items in the Python Console to see all items.
+ # Note that not all items correspond to numerical functors.
+ # @return SMESH_NumericalFunctor. The functor is already initialized
+ # with a mesh
+ # @ingroup l1_measurements
+ def GetFunctor(self, funcType ):
+ fn = self.functors[ funcType._v ]
if not fn:
fn = self.smeshpyD.GetFunctor(funcType)
fn.SetMesh(self.mesh)
# @return the functor value or zero in case of invalid arguments
# @ingroup l1_measurements
def FunctorValue(self, funcType, elemId, isElem=True):
- fn = self._getFunctor( funcType )
+ fn = self.GetFunctor( funcType )
if fn.GetElementType() == self.GetElementType(elemId, isElem):
val = fn.GetValue(elemId)
else:
unRegister.set( meshPart )
if isinstance( meshPart, Mesh ):
meshPart = meshPart.mesh
- fun = self._getFunctor( funType )
+ fun = self.GetFunctor( funType )
if fun:
if meshPart:
if hasattr( meshPart, "SetMesh" ):
