| 类 | 说明 |
|---|---|
| IfcClosedShell |
In the current IFC Release only poly loops (IfcPolyLoop) are defined for bounds of face bound (IfcFaceBound).
|
| IfcConnectedFaceSet |
A connected_face_set is a set of faces such that the domain of faces together with their bounding edges and vertices is connected.
|
| IfcEdge |
An edge is the topological construct corresponding to the connection of two vertices.
|
| IfcEdgeCurve |
An edge curve is a special subtype of edge which has its geometry fully defined.
|
| IfcEdgeLoop |
An edge_loop is a loop with nonzero extent.
|
| IfcFace |
A face is a topological entity of dimensionality 2 corresponding to the intuitive notion of a piece of surface
bounded by loops.
|
| IfcFaceBound |
A face bound is a loop which is intended to be used for bounding a face.
|
| IfcFaceOuterBound |
A face outer bound is a special subtype of face bound which carries the additional semantics of defining
an outer boundary on the face.
|
| IfcFaceSurface |
A face surface (IfcFaceSurface) is a subtype of face in which the geometry is defined by an associated surface.
|
| IfcLoop |
A loop is a topological entity constructed from a single vertex, or by stringing together connected (oriented)
edges, or linear segments beginning and ending at the same vertex.
|
| IfcOpenShell |
An open shell is a shell of the dimensionality 2.
|
| IfcOrientedEdge |
An oriented edge is an edge constructed from another edge and contains a BOOLEAN direction flag to indicate
whether or not the orientation of the constructed edge agrees with the orientation of the original edge.
|
| IfcPath |
A path is a topological entity consisting of an ordered collection of oriented edges, such that the edge start
vertex of each edge coincides with the edge end of its predecessor.
|
| IfcPolyLoop |
A poly loop is a loop with straight edges bounding a planar region in space.
|
| IfcSubedge |
A subedge is an edge whose domain is a connected portion of the domain of an existing edge.
|
| IfcTopologicalRepresentationItem |
The topological representation item is the supertype for all the topological representation items in the geometry resource.
|
| IfcVertex |
A vertex is the topological construct corresponding to a point.
|
| IfcVertexLoop |
A vertex_loop is a loop of zero genus consisting of a single vertex.
|
| IfcVertexPoint |
A vertex point is a vertex which has its geometry defined as a point.
|
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