The IfcSurfaceCurveSweptAreaSolid is the result of sweeping an area along a directrix that lies on a reference surface. The swept area is provided by a subtype of IfcProfileDef. The profile is placed by an implicit cartesian transformation operator at the start point of the sweep, where the profile normal agrees to the tangent of the directrix at this point, and the profile''s x-axis agrees to the surface normal. At any point along the directrix, the swept profile origin lies on the directrix, the profile''s normal points towards the tangent of the directrix, and the profile''s x-axis is identical to the surface normal at this point.
The IfcSurfaceCurveSweptAreaSolid is the result of sweeping an area along a directrix that lies on a reference surface. The swept area is provided by a subtype of IfcProfileDef. The profile is placed by an implicit cartesian transformation operator at the start point of the sweep, where the profile normal agrees to the tangent of the directrix at this point, and the profile''s x-axis agrees to the surface normal. At any point along the directrix, the swept profile origin lies on the directrix, the profile''s normal points towards the tangent of the directrix, and the profile''s x-axis is identical to the surface normal at this point.