2023-07-31 03:13:56 +05:00
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#pragma clang diagnostic push
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#pragma clang diagnostic ignored "-Wdeprecated-declarations"
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2021-11-28 20:14:41 +05:00
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#include <BRepGProp.hxx>
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#include <BRep_Tool.hxx>
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#include <GeomAPI_ProjectPointOnCurve.hxx>
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2023-07-31 03:13:56 +05:00
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#pragma clang diagnostic pop
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2021-11-28 20:14:41 +05:00
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#include "occ_edge.hpp"
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#include "occgeom.hpp"
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namespace netgen
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{
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2021-12-16 00:05:18 +05:00
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OCCEdge::OCCEdge(TopoDS_Shape edge_, GeometryVertex & start_, GeometryVertex & end_)
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: GeometryEdge(start_, end_),
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2021-11-28 20:14:41 +05:00
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edge(TopoDS::Edge(edge_))
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{
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curve = BRep_Tool::Curve(edge, s0, s1);
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BRepGProp::LinearProperties(edge, props);
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auto verts = GetVertices(edge);
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if(verts.size() != 2)
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throw Exception("OCC edge does not have 2 vertices");
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2022-01-04 20:09:00 +05:00
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if(start != end)
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{
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// swap start/end if necessary
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double d00 = Dist(GetPoint(0), start->GetPoint());
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double d01 = Dist(GetPoint(0), end->GetPoint());
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if(d01 < d00)
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swap(start, end);
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}
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2021-11-28 20:14:41 +05:00
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}
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double OCCEdge::GetLength() const
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{
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return props.Mass();
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}
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Point<3> OCCEdge::GetCenter() const
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{
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return occ2ng( props.CentreOfMass() );
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}
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Point<3> OCCEdge::GetPoint(double t) const
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{
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return occ2ng( curve->Value(s0+t*(s1-s0)) );
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}
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double OCCEdge::CalcStep(double t, double sag) const
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{
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throw Exception(ToString("not implemented") + __FILE__ + ":" + ToString(__LINE__));
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}
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void OCCEdge::ProjectPoint(Point<3>& p, EdgePointGeomInfo* gi) const
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{
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auto pnt = ng2occ(p);
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2024-01-10 20:31:05 +05:00
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// extend the projection parameter range, else projection might fail
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// for an endpoint
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// see discussion here: https://forum.ngsolve.org/t/how-to-apply-occidentification-correctly/2555
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// I do not see a better way using occ tolerances?
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double eps = 1e-7 * (s1-s0);
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GeomAPI_ProjectPointOnCurve proj(pnt, curve, s0-eps, s1+eps);
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2021-11-28 20:14:41 +05:00
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pnt = proj.NearestPoint();
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if(gi)
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2021-11-30 23:35:06 +05:00
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gi->dist = (proj.LowerDistanceParameter() - s0)/(s1-s0);
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2021-11-28 20:14:41 +05:00
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p = occ2ng(pnt);
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}
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Vec<3> OCCEdge::GetTangent(double t) const
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{
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t = s0 + t*(s1-s0);
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gp_Pnt p;
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gp_Vec v;
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curve->D1(t, p, v);
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2023-02-13 19:57:53 +05:00
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return occ2ng(v) * (s1-s0);
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2021-11-28 20:14:41 +05:00
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}
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2023-02-13 19:57:53 +05:00
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2021-11-28 20:14:41 +05:00
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}
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