IfcPolyLoop
Definition from ISO/CD 10303-42:1992: A
poly loop is a loop with straight edges bounding a planar region in
space. A poly loop is a loop of genus 1 where the loop is represented
by an ordered coplanar collection of points forming the vertices of the
loop. The loop is composed of straight line segments joining a point in
the collection to the succeeding point in the collection. The closing
segment is from the last to the first point in the collection.
The direction of the loop is in the direction of the line
segments.
NOTE This entity
exists primarily to facilitate the efficient communication of faceted
B-rep models.
A poly loop shall conform to the following topological
constraints:
- - the loop has the genus of one.
- - the following equation shall be satisfied
-
Definition from IAI: The IfcPolyLoop
is always closed and the last segment is from the last IfcCartesianPoint
in the list of Polygon's to the first IfcCartesianPoint.
Therefore the first point shall not be repeated at the end of the list,
neither by referencing the same instance, nor by using an additional
instance of IfcCartesianPoint having the
coordinates as the first point.
NOTE
Corresponding STEP entity: poly_loop. Please refer to ISO/IS
10303-42:1994, p. 138 for the final definition of the formal standard.
Due to the general IFC model specification rule not to use multiple
inheritance, the subtype relationship to geometric_representation_item
is not included. The derived attribute Dim has been
added at this
level.
HISTORY
New class in IFC Release 1.0
Informal propositions:
- All the points in the polygon defining the poly loop shall
be coplanar.
- The first and the last Polygon shall be
different by value.
EXPRESS specification:
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WR21
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SIZEOF(QUERY(Temp <* Polygon | Temp.Dim <> Polygon[1].Dim)) = 0;
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Attribute definitions:
Polygon
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List of points defining the loop. There are no repeated points in the list.
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Formal Propositions:
WR21
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The space dimensionality of all Points shall be the same.
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Inheritance graph