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https://github.com/IfcOpenShell/IfcOpenShell.git
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@@ -17,29 +17,31 @@
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* *
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********************************************************************************/
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#include <gp_Trsf2d.hxx>
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#include "../ifcgeom/IfcGeom.h"
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#include "../ifcgeom_schema_agnostic/profile_helper.h"
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#include "mapping.h"
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#define mapping POSTFIX_SCHEMA(mapping)
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using namespace ifcopenshell::geometry;
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#define Kernel MAKE_TYPE_NAME(Kernel)
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#include "../profile_helper.h"
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bool IfcGeom::Kernel::convert(const IfcSchema::IfcTShapeProfileDef* l, TopoDS_Shape& face) {
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const bool doFlangeEdgeFillet = !!l->FlangeEdgeRadius();
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const bool doWebEdgeFillet = !!l->WebEdgeRadius();
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const bool doFillet = !!l->FilletRadius();
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const bool hasFlangeSlope = !!l->FlangeSlope();
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const bool hasWebSlope = !!l->WebSlope();
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taxonomy::item* mapping::map_impl(const IfcSchema::IfcTShapeProfileDef* inst) {
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const bool doFlangeEdgeFillet = !!inst->FlangeEdgeRadius();
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const bool doWebEdgeFillet = !!inst->WebEdgeRadius();
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const bool doFillet = !!inst->FilletRadius();
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const bool hasFlangeSlope = !!inst->FlangeSlope();
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const bool hasWebSlope = !!inst->WebSlope();
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const double y = l->Depth() / 2.0f * getValue(GV_LENGTH_UNIT);
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const double x = l->FlangeWidth() / 2.0f * getValue(GV_LENGTH_UNIT);
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const double d1 = l->WebThickness() * getValue(GV_LENGTH_UNIT);
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const double d2 = l->FlangeThickness() * getValue(GV_LENGTH_UNIT);
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const double flangeSlope = hasFlangeSlope ? (*l->FlangeSlope() * getValue(GV_PLANEANGLE_UNIT)) : 0.;
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const double webSlope = hasWebSlope ? (*l->WebSlope() * getValue(GV_PLANEANGLE_UNIT)) : 0.;
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const double y = inst->Depth() / 2.0f * length_unit_;
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const double x = inst->FlangeWidth() / 2.0f * length_unit_;
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const double d1 = inst->WebThickness() * length_unit_;
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const double d2 = inst->FlangeThickness() * length_unit_;
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const double flangeSlope = hasFlangeSlope ? (*inst->FlangeSlope() * angle_unit_) : 0.;
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const double webSlope = hasWebSlope ? (*inst->WebSlope() * angle_unit_) : 0.;
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if ( x < ALMOST_ZERO || y < ALMOST_ZERO || d1 < ALMOST_ZERO || d2 < ALMOST_ZERO ) {
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Logger::Message(Logger::LOG_NOTICE,"Skipping zero sized profile:",l);
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return false;
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const double tol = conv_settings_.getValue(ConversionSettings::GV_PRECISION);
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if (x < tol || y < tol || d1 < tol || d2 < tol) {
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Logger::Message(Logger::LOG_NOTICE, "Skipping zero sized profile:", inst);
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return nullptr;
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}
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double dy1 = 0.0f;
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@@ -51,13 +53,13 @@ bool IfcGeom::Kernel::convert(const IfcSchema::IfcTShapeProfileDef* l, TopoDS_Sh
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double f3 = 0.0f;
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if (doFillet) {
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f1 = *l->FilletRadius() * getValue(GV_LENGTH_UNIT);
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f1 = *inst->FilletRadius() * length_unit_;
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}
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if (doWebEdgeFillet) {
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f2 = *l->WebEdgeRadius() * getValue(GV_LENGTH_UNIT);
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f2 = *inst->WebEdgeRadius() * length_unit_;
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}
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if (doFlangeEdgeFillet) {
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f3 = *l->FlangeEdgeRadius() * getValue(GV_LENGTH_UNIT);
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f3 = *inst->FlangeEdgeRadius() * length_unit_;
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}
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double xx, xy;
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@@ -85,9 +87,9 @@ bool IfcGeom::Kernel::convert(const IfcSchema::IfcTShapeProfileDef* l, TopoDS_Sh
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const double det = a1*b2 - a2*b1;
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if (ALMOST_THE_SAME(det, 0.)) {
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Logger::Message(Logger::LOG_NOTICE, "Web and flange do not intersect for:",l);
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return false;
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if (std::fabs(det) < 1.e-5) {
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Logger::Message(Logger::LOG_NOTICE, "Web and flange do not intersect for:", inst);
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return nullptr;
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}
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xx = (b2*c1 - b1*c2) / det;
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@@ -97,17 +99,24 @@ bool IfcGeom::Kernel::convert(const IfcSchema::IfcTShapeProfileDef* l, TopoDS_Sh
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xy = y - d2;
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}
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gp_Trsf2d trsf2d;
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Eigen::Matrix4d m4;
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bool has_position = true;
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#ifdef SCHEMA_IfcParameterizedProfileDef_Position_IS_OPTIONAL
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has_position = l->Position() != nullptr;
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has_position = !!inst->Position();
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#endif
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if (has_position) {
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IfcGeom::Kernel::convert(l->Position(), trsf2d);
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taxonomy::matrix4 m = as<taxonomy::matrix4>(map(inst->Position()));
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m4 = m.ccomponents();
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}
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double coords[16] = {d1/2.-dx2,-y, xx,xy, x,y-d2+dy2, x,y, -x,y, -x,y-d2+dy2, -xx,xy, -d1/2.+dx2,-y};
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int fillets[6] = {0,1,2,5,6,7};
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double radii[6] = {f2,f1,f3,f3,f1,f2};
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return util::profile_helper(8, coords, (doFillet || doWebEdgeFillet || doFlangeEdgeFillet) ? 6 : 0, fillets, radii, trsf2d, face);
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return profile_helper(m4, {
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{{d1 / 2. - dx2,-y},{ f2} },
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{{xx,xy},{ f1}},
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{{x,y - d2 + dy2},{ f3}},
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{{x,y}},
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{{-x,y}},
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{{-x,y - d2 + dy2},{f3}},
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{{-xx,xy},{f1}},
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{{-d1 / 2. + dx2,-y},{f2}}
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});
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}
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