Tue, 06/02/2015 - 19:59
I writed a program to read a iges file and display it.
When I tried to sample points from my selected surface, I had some trouble.(see piture)
This is my code in sampling points:
Standard_Real umin, umax;
Standard_Real vmin, vmax;
aSurf->Bounds(umin, umax, vmin, vmax);
Standard_Real u = umin,v = vmin;
Standard_Real dv = (vmax-vmin)/30;
Standard_Real du = (umax-umin)/5;
for(int j=1;j
{
for(int i=1;i
{
gp_Pnt aPnt = aSurf->Value(u, v);
Handle_AIS_Shape aisbPnt = new AIS_Shape(BRepBuilderAPI_MakeVertex(aPnt));
aisbPnt->SetColor(Quantity_NOC_INDIANRED); //set color
myContext->Display(aisbPnt, Standard_True);
v=v+dv;
}
u=u+du; v=vmin;
}
Wed, 06/03/2015 - 11:12
Hello, I'm not sure to understand what your problem is about.
Do you mean that you expect the red points to be on the white face?
Wed, 06/03/2015 - 11:17
yes.
Wed, 06/03/2015 - 11:50
Hi!
This is indeed an interesting question. Aren't the p-curves (of faces) the bounding curves? If they are not simple, what is the meaning of u/v-bounds? For complicated faces the border cannot be described by a few parameter values, can it? I am looking forward to any answer!
But perhaps I can also offer some help to Dante Liu:
If your surface is made from a face, you can use BRepTopAdaptor_FClass2d to decide whether a point is on the face or not. Maybe Adaptor3d_TopolTool does the same for adaptors you can also create from Geom_Surface, but I have not tried that yet.
BRepTopAdaptor_FClass2d can be used like this:
gp_Pnt2d position(0.0, 1.0);
BRepTopAdaptor_FClass2d topologyChecker(face, Precision::Approximation());
TopAbs_State state = topologyChecker.Perform(position);
if(state != TopAbs_OUT)
{
std::cout << "Position is on face." << std::endl;
}
Benjamin
Thu, 06/04/2015 - 18:58
Thank you!
Wed, 06/03/2015 - 19:16
So the result you get is normal, the points lie on the base surface of the face.
A face is defined by a surface and a wire boundary.
So if the boundary have more than 4 edges, uv mapping is not possible.
Maybe you could sort you points by checking the distance between the face and points.
Thu, 06/04/2015 - 18:58
Thank you!