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Knauf.scad

@@ -0,0 +1,98 @@
+// Parameter
+res=200; // Auflösung
+du=50;   // Durchmesser Kugel
+a=32;    // Rohrdurchmesser innen
+b=38;    // Rohrdurchmesser außen
+
+//-------------------
+
+$fn=res;
+
+difference() {
+ //  sphere(d=du);
+   ssphere(r=du/2, n=3);
+   difference() {
+       translate([0,0,-10   ])cylinder(h=50,d=b);
+       translate([0,0,-10.05])cylinder(h=50.05,d=a);
+   }
+   translate([-20,-20,16])cube([40,40,40]);
+   for(i= [0:36:259]) {
+      x = du * sin(i);
+      y = du * cos(i);
+      z = 0;
+      translate([x,y,z]) sphere (2);
+   }
+}
+ 
+function norm(v) = sqrt(v[0]*v[0]+v[1]*v[1]+v[2]*v[2]);
+function normalize(v) = [v[0]/norm(v), v[1]/norm(v), v[2]/norm(v)];
+function flatten(vec) = [for (v=vec) for(e=v) e];
+
+module ssphere(r=1, n=0) {
+        C0 = (1+sqrt(5))/4;
+        pts = [[0.5, 0, C0], [0.5, 0, -C0], [-0.5, 0, C0], [-0.5, 0, -C0], [C0,
+0.5, 0], [C0, -0.5, 0], [-C0, 0.5, 0], [-C0, -0.5, 0], [0, C0, 0.5], [0, C0,
+-0.5], [0, -C0, 0.5], [0, -C0, -0.5]];
+        fcs = [[10, 2, 0], [5, 10, 0], [4, 5, 0], [8, 4, 0], [2, 8, 0], [11, 1, 3],
+[7, 11, 3], [6, 7, 3], [9, 6, 3], [1, 9, 3], [7, 6, 2], [10, 7, 2], [11, 7,
+10], [5, 11, 10], [1, 11, 5], [4, 1, 5], [9, 1, 4], [8, 9, 4], [6, 9, 8],
+[2, 6, 8]];
+        npts = [for (v=pts) normalize(v)];
+        subdiv_sphere(npts, fcs, r, n);
+}
+
+module subdiv_sphere(pts, fcs, r, n) {
+        if (n>0) {
+                spts = concat(pts, flatten([for (f=fcs) [(pts[f[0]]+pts[f[1]]),
+(pts[f[1]]+pts[f[2]]), (pts[f[2]]+pts[f[0]])]]));
+                nsfcs = flatten([for (i=[0:len(fcs)-1]) [[fcs[i][0], len(pts)+3*i+0,
+len(pts)+3*i+2], [len(pts)+3*i+0, len(pts)+3*i+1, len(pts)+3*i+2],
+[len(pts)+3*i+0, fcs[i][1], len(pts)+3*i+1], [len(pts)+3*i+2,
+len(pts)+3*i+1, fcs[i][2]]]]);
+                nspts = [for (v=spts) r*normalize(v)];
+                subdiv_sphere(nspts, nsfcs, r, n-1);
+        }
+  else polyhedron(points=pts, faces=fcs);
+} 
+
+
+// other
+function spherePF(r=1,n=1,_pts=[],_fcs=[])=
+(  
+// return [pt, faces]
+  _pts==[]?
+    let(
+        C0 = (1+sqrt(5))/4
+      , pts = [ [0.5,0,C0],[0.5,0,-C0],[-0.5,0,C0],[-0.5,0,-C0]
+              , [C0,0.5,0],[C0,-0.5,0],[-C0,0.5,0],[-C0,-0.5,0]
+              , [0,C0,0.5],[0,C0,-0.5],[0,-C0,0.5],[0,-C0,-0.5]]
+      , fcs = [ [10,2,0],[5,10,0],[4,5,0],[8,4,0],[2,8,0]
+              , [11,1,3],[7,11,3],[6,7,3],[9,6,3],[1,9,3]
+              , [7,6,2],[10,7,2],[11,7,10],[5,11,10],[1,11,5]
+              , [4,1,5],[9,1,4],[8,9,4],[6,9,8],[2,6,8]]      
+      , npts = [for (v=pts) v/norm(v) ]
+    )
+    ( n==0?[npts, fcs]
+      : spherePF(r=r,n=n-1,_pts=npts,_fcs=fcs)
+    )
+  : let(
+      spts = concat(_pts
+                    , [ each for (f=_fcs)
+                       [(_pts[f[0]]+_pts[f[1]])
+                       ,(_pts[f[1]]+_pts[f[2]])
+                       ,(_pts[f[2]]+_pts[f[0]])
+                       ]
+                      ]
+                    )
+    , nsfcs = [each for (i=[0:len(_fcs)-1])
+               [ [_fcs[i][0], len(_pts)+3*i+0, len(_pts)+3*i+2]
+               , [len(_pts)+3*i+0, len(_pts)+3*i+1, len(_pts)+3*i+2]
+               , [len(_pts)+3*i+0, _fcs[i][1], len(_pts)+3*i+1]
+               , [len(_pts)+3*i+2, len(_pts)+3*i+1, _fcs[i][2]]
+               ]
+              ]
+    , nspts = [for (v=spts) r*v/norm(v)]
+    )
+    n==0? [nspts, nsfcs]  
+    : spherePF(r=r,n=n-1,_pts=nspts,_fcs=nsfcs)
+);

README.md

@@ -1,3 +1,6 @@
 # Schwimmbeckenknauf
 
 Kauf für die Rohrenden an den Treppenstangen am Schwimmbecken. Rohrmasse: innen 32mm außen 38mm
+
+## Knauf.scad
+![Knauf.scad](./Knauf.png "Knauf.scad")