add polyhedra

src/experimental/note.md

@@ -7,4 +7,4 @@ to_do:
 
 - doc: sf add convexity
 
-- new: polyline_join, superellipsoid, select, dodecahedron, hexahedron, icosahedron, octahedron, tetrahedron
+- new: polyline_join, select, polyhedra/superellipsoid, polyhedra/dodecahedron, polyhedra/hexahedron, polyhedra/icosahedron, polyhedra/octahedron, polyhedra/tetrahedron

src/polyhedra/_impl/_geom_platonic_polyhedra.scad

@@ -1,8 +1,27 @@
-use <__comm__/_pt3_hash.scad>;
+use <../../__comm__/_pt3_hash.scad>;
-use <util/map/hashmap.scad>;
+use <../../util/map/hashmap.scad>;
-use <util/map/hashmap_put.scad>;
+use <../../util/map/hashmap_put.scad>;
-use <util/map/hashmap_get.scad>;
+use <../../util/map/hashmap_get.scad>;
-use <experimental/tri_subdivide.scad>;
+
+function _tri_subdivide(points) =
+     let(
+	     p0 = points[0],
+		 p1 = points[1],
+		 p2 = points[2],
+		 m0 = (p0 + p1) / 2,
+		 m1 = (p1 + p2) / 2,
+		 m2 = (p2 + p0) / 2
+	 )
+	 [
+	     [p0, m0, m2],
+		 [m0, p1, m1],
+		 [m1, p2, m2],
+		 [m0, m1, m2]
+	 ]; 
+
+function tri_subdivide(points, n = 1) =
+    n == 1 ? _tri_subdivide(points) :
+	[for(tri = tri_subdivide(points, n - 1)) each _tri_subdivide(tri)];
 
 function _geom_prj2sphere(t, r) = [for(p = t) p / norm(p) * r];
 

src/polyhedra/dodecahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/geom_dodecahedron.scad>;
+use <geom_dodecahedron.scad>;
 
 module dodecahedron(radius, detail = 0, quick_mode = true) {
 	points_faces = geom_dodecahedron(radius, detail, quick_mode);

src/polyhedra/geom_dodecahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/_impl/_geom_platonic_polyhedra.scad>;
+use <_impl/_geom_platonic_polyhedra.scad>;
 
 function geom_dodecahedron(radius, detail = 0, quick_mode = true) =
     let(

src/polyhedra/geom_hexahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/_impl/_geom_platonic_polyhedra.scad>;
+use <_impl/_geom_platonic_polyhedra.scad>;
 
 function geom_hexahedron(radius, detail = 0, quick_mode = true) =
     let(

src/polyhedra/geom_icosahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/_impl/_geom_platonic_polyhedra.scad>;
+use <_impl/_geom_platonic_polyhedra.scad>;
 
 function geom_icosahedron(radius, detail = 0, quick_mode = true) =
     let(

src/polyhedra/geom_octahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/_impl/_geom_platonic_polyhedra.scad>;
+use <_impl/_geom_platonic_polyhedra.scad>;
 
 function geom_octahedron(radius, detail = 0, quick_mode = true) =
     let(

src/polyhedra/geom_tetrahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/_impl/_geom_platonic_polyhedra.scad>;
+use <_impl/_geom_platonic_polyhedra.scad>;
 
 function geom_tetrahedron(radius, detail = 0, quick_mode = true) =
     let(

src/polyhedra/hexahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/geom_hexahedron.scad>;
+use <geom_hexahedron.scad>;
 
 module hexahedron(radius, detail = 0, quick_mode = true) {
 	points_faces = geom_hexahedron(radius, detail, quick_mode);

src/polyhedra/icosahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/geom_icosahedron.scad>;
+use <geom_icosahedron.scad>;
 
 module icosahedron(radius, detail = 0, quick_mode = true) {
 	points_faces = geom_icosahedron(radius, detail, quick_mode);

src/polyhedra/superellipsoid.scad

@@ -1,5 +1,5 @@
-use <__comm__/__frags.scad>;
+use <../__comm__/__frags.scad>;
-use <sweep.scad>;
+use <../sweep.scad>;
 
 // e = 0;
 // n = 0;

src/polyhedra/tetrahedron.scad

@@ -1,4 +1,4 @@
-use <experimental/geom_tetrahedron.scad>;
+use <geom_tetrahedron.scad>;
 
 module tetrahedron(radius, detail = 0, quick_mode = true) {
 	points_faces = geom_tetrahedron(radius, detail, quick_mode);