Curves

Create frame for one segment in a poly curve

The polyframe sop doesn’t work with curves primitives with only one segment (2 points) this is a solution to build a frame with only two points

vex

//run over points
vector up = {0,1,0};
vector bitangent = cross(up, v@tangentu); // generated from resample node
v@tangentv = bitangent;
v@N = cross(v@tangentu, bitangent);

Curves misc

The following curves code was obtained from vex --- John Svensson

1. Curve U Map

   Curve U Map - Runs over several primitives

   Creates two point attributes. One 0 - 1 and one 0 - 1 - 0 along each curve, based on point number / vertex order for each primitive.

   Run in a Wrangle SOP (Run over - Primitives)

   vex

   float umap, umap_half;
   
   addattrib(geoself(), "point", "umap", 0.0);
   addattrib(geoself(), "point", "umap_half", 0.0);
   
   prim_points = primpoints(geoself(), @primnum);
   
   for ( int i = 0; i < len(prim_points); i++ ){
   
       umap = float(i) / (len(prim_points) - 1);
       umap_half = clamp(umap, 0, 0.5) * clamp(umap * -1 + 1, 0, 0.5) * 4;
   
       setattrib(geoself(), "point", "umap", prim_points[i], 0, umap, "set");
       setattrib(geoself(), "point", "umap_half", prim_points[i], 0, umap_half, "set");
   }

2. Curve Normals

   Curve Normals - Runs over a single primitive

   Creates a normal along a single curve, two point based, un normalized

   Run in a Wrangle SOP (Run over - Points)

   vex

   vector pos, nor_a, nor_b;
   
   if ( @ptnum == 0) {
       getattribute(@OpInput1, pos, "point", "P", @ptnum + 1, 0);
       @N = @P - pos;
   } else if ( @ptnum == (npoints(@OpInput1) - 1) ) {
       getattribute(@OpInput1, pos, "point", "P", @ptnum - 1, 0);
       @N = pos - @P;
   } else {
       getattribute(@OpInput1, pos, "point", "P", @ptnum - 1, 0);
       nor_a = pos - @P;
       getattribute(@OpInput1, pos, "point", "P", @ptnum + 1, 0);
       nor_b = @P - pos;
       @N = (nor_a + nor_b) / 2;
   }

3. Filter the first and last point of a curve

   Used to group points in a group expression or in a smooth points nodes

   vex

   // vex expression
   @ptnum==@numpt-1||@ptnum==0