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add hollow_out_torus_knot
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76
examples/hollow_out/hollow_torus_knot.scad
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76
examples/hollow_out/hollow_torus_knot.scad
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use <torus_knot.scad>;
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use <cross_sections.scad>;
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use <util/rand.scad>;
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use <circle_path.scad>;
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use <shape_pentagram.scad>;
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use <hull_polyline3d.scad>;
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use <experimental/tri_bisectors.scad>;
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p = 2;
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q = 3;
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phi_step = 0.075;
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thickness = .1;
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shape = shape_pentagram(.5); // circle_path(radius = .5, $fn = 12);
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hollow_out_torus_knot(shape, p, q, phi_step, thickness, $fn = 4);
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module hollow_out_torus_knot(shape, p, q, phi_step, thickness) {
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function angy_angz(p1, p2) =
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let(
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dx = p2[0] - p1[0],
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dy = p2[1] - p1[1],
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dz = p2[2] - p1[2],
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ya = atan2(dz, sqrt(dx * dx + dy * dy)),
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za = atan2(dy, dx)
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) [ya, za];
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function sects_by_path(shape, path) =
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let(
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lines = [
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for(i = [0:len(path) - 2])
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[path[i], path[i + 1]]
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],
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angles = [
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for(line = lines)
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let(a = angy_angz(line[0], line[1]))
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[0, 90 - a[0], a[1]]
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]
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)
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cross_sections(shape, path, concat([angles[0]], angles));
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function rects(sects) =
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let(
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sects_leng = len(sects),
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shape_pt_leng = len(sects[0])
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)
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[
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for(i = [0:sects_leng - 1])
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let(
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sect1 = sects[i],
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sect2 = sects[(i + 1) % sects_leng]
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)
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for(j = [0:shape_pt_leng - 1])
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let(k = (j + 1) % shape_pt_leng)
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[sect1[j], sect1[k], sect2[k], sect2[j]]
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];
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function rand_tris(rect) =
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let(
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i = ceil(rand() * 10) % 2
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)
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i == 0 ?
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[[rect[0], rect[1], rect[2]], [rect[0], rect[2], rect[3]]] :
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[[rect[1], rect[2], rect[3]], [rect[1], rect[3], rect[0]]];
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pts = torus_knot(p, q, phi_step);
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sects = sects_by_path(shape, pts);
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for(rect = rects(sects)) {
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for(tri = rand_tris(rect)) {
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for(line = tri_bisectors(tri)) {
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hull_polyline3d(line, thickness = thickness);
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}
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}
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}
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}
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