Definition from ISO/CD 10303-42:1992: A Boolean result is the
result of a regularized operation on two solids to create a new solid. Valid
operations are regularized union, regularized intersection, and regularized
difference. For purpose of Boolean operations, a solid is considered to be a
regularized set of points. The final Boolean result depends upon the operation
and the two operands. In the case of the difference operator the order of the
operands is also significant. The operator can be either union, intersection or
difference. The effect of these operators is described below:
- Union on two solids is the new solid that is the regularization of
the set of all points that are in either the first operand or the second
operand or in both.
- Intersection on two solids is the new solid that is the
regularization of the set of all points that are in both the first operand and
the second operand.
- The result of the difference operation on two solids is the
regularization of the set of all points which are in the first operand, but not
in the second operand.
NOTE Corresponding STEP entity:
boolean_result. The derived attribute Dim has been added at this level and was
therefore demoted from the geometric_representation_item. Please refer to
ISO/IS 10303-42:1994, p.175 for the final definition of the formal standard.
HISTORY: New class in IFC Release
1.5.1
ISSUE: See issue log for changes made in IFC Release 1.5.1