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| | Sweep_NumShape () |
| | Creates a dummy indexed edge.
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| | Sweep_NumShape (const Standard_Integer Index, const TopAbs_ShapeEnum Type, const Standard_Boolean Closed=Standard_False, const Standard_Boolean BegInf=Standard_False, const Standard_Boolean EndInf=Standard_False) |
| | Creates a new simple indexed edge. <br>
For an Edge : Index is the number of vertices (0,
1 or 2),Type is TopAbs_EDGE, Closed is true if it
is a closed edge, BegInf is true if the Edge is
infinite at the begenning, EndInf is true if the
edge is infinite at the end.
For a Vertex : Index is the index of the vertex in
the edge (1 or 2), Type is TopAbsVERTEX, all the
other fields have no meanning.
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| void | Init (const Standard_Integer Index, const TopAbs_ShapeEnum Type, const Standard_Boolean Closed=Standard_False, const Standard_Boolean BegInf=Standard_False, const Standard_Boolean EndInf=Standard_False) |
| | Reinitialize a simple indexed edge. <br>
For an Edge : Index is the number of vertices (0,
1 or 2),Type is TopAbs_EDGE, Closed is true if it
is a closed edge, BegInf is true if the Edge is
infinite at the begenning, EndInf is true if the
edge is infinite at the end.
For a Vertex : Index is the index of the vertex in
the edge (1 or 2), Type is TopAbsVERTEX, Closed is
true if it is the vertex of a closed edge, all the
other fields have no meanning.
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| Standard_Integer | Index () const |
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| TopAbs_ShapeEnum | Type () const |
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| Standard_Boolean | Closed () const |
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| Standard_Boolean | BegInfinite () const |
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| Standard_Boolean | EndInfinite () const |
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| TopAbs_Orientation | Orientation () const |
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Gives a simple indexed representation of a
Directing Edge topology.
Reinitialize a simple indexed edge. <br>
For an Edge : Index is the number of vertices (0,
1 or 2),Type is TopAbs_EDGE, Closed is true if it
is a closed edge, BegInf is true if the Edge is
infinite at the begenning, EndInf is true if the
edge is infinite at the end.
For a Vertex : Index is the index of the vertex in
the edge (1 or 2), Type is TopAbsVERTEX, Closed is
true if it is the vertex of a closed edge, all the
other fields have no meanning.