diff --git a/Skeleton Spirals.ipynb b/Skeleton Spirals.ipynb new file mode 100644 index 0000000..175c56d --- /dev/null +++ b/Skeleton Spirals.ipynb @@ -0,0 +1,260 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 31, + "id": "72e02fc5-25d7-4252-9ce0-615f283982af", + "metadata": {}, + "outputs": [], + "source": [ + "import math\n", + "import numpy as np\n", + "import itertools\n", + "\n", + "from py_straight_skeleton import compute_skeleton\n", + "import py_straight_skeleton.plotting\n", + "from matplotlib import pyplot as plt\n", + "%matplotlib inline" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "8a29dd2a-f46a-4d51-a717-812dfab640e0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Note: for py_straight_skeleton, orientation is important.\n", + "TEST_POLYGON = [(2, 0), (3, 4), (0, 4.5), (-3, 4), (-2, 0)]\n", + "\n", + "skeleton = compute_skeleton(exterior=TEST_POLYGON, holes=[])\n", + "\n", + "fig, ax = plt.subplots()\n", + "ax.set_xlim([-4, 4])\n", + "ax.set_ylim([-1, 5])\n", + "ax.set_aspect('equal')\n", + "py_straight_skeleton.plotting.Utils.plot_skeleton(skeleton, ax, show_vertex_info=True)" + ] + }, + { + "cell_type": "code", + "execution_count": 143, + "id": "98bcfe6d-7a71-4a4e-a014-3834d6cc9342", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "\n", + "def interpolate(p1, p2, t, t_start, t_end):\n", + " t_range = t_end - t_start\n", + " t = (t - t_start) / t_range\n", + " x1, y1 = p1\n", + " x2, y2 = p2\n", + " dx, dy = x2 - x1, y2 - y1\n", + " return (x1 + t*dx, y1 + t*dy)\n", + "\n", + "def approx_in_range(value, lower, upper):\n", + " if math.isclose(value, lower) or math.isclose(value, upper):\n", + " return True\n", + " return lower <= value <= upper\n", + "\n", + "class Skeletonator:\n", + " def __init__(self, poly):\n", + " self.poly = poly\n", + " self.poly_edges = list(zip(poly, poly[1:] + poly[:1]))\n", + " self.circumference = sum(math.dist(a, b) for a, b in self.poly_edges)\n", + " self.skeleton = compute_skeleton(exterior=poly, holes=[])\n", + " self.arc_map = {}\n", + " self.divergent = set()\n", + " self.radius = max(n.time for n in self.skeleton.nodes)\n", + " self.min_radius = self.radius\n", + " for n1, n2 in self.skeleton.arc_iterator():\n", + " if n1 in self.arc_map:\n", + " self.divergent.add(n1)\n", + " self.min_radius = min(n1.time, self.radius)\n", + " self.arc_map[n1] = n2\n", + " self.node_map = dict(zip(poly, self.skeleton.nodes))\n", + "\n", + " def iter_arcs(self, p):\n", + " start = self.node_map[p]\n", + " while start in self.arc_map and not start in self.divergent:\n", + " end = self.arc_map[start]\n", + " yield start, end\n", + " start = end\n", + "\n", + " def project_arc(self, p, r):\n", + " t = self.radius - r\n", + "\n", + " for n0, n1 in self.iter_arcs(p):\n", + " if t < 0 or approx_in_range(t, n0.time, n1.time):\n", + " p0 = (n0.position.x, n0.position.y)\n", + " p1 = (n1.position.x, n1.position.y)\n", + " return (n0, n1), interpolate(p0, p1, t, n0.time, n1.time)\n", + "\n", + " def calc_circumference(self, r):\n", + " projected = [self.project_arc(p, r)[1] for p in self.poly]\n", + " return sum(math.dist(p1, p2) for p1, p2 in zip(projected, projected[1:] + projected[:1]))\n", + "\n", + " def project_point(self, t, r=None):\n", + " t %= 1\n", + " if r is None:\n", + " r = self.radius\n", + " \n", + " t_start = 0\n", + " p_cur = None\n", + " for p1, p2 in self.poly_edges:\n", + " edge_frac = math.dist(p1, p2) / self.circumference\n", + " t_end = t_start + edge_frac\n", + " \n", + " if approx_in_range(t, t_start, t_end):\n", + " p1, p2 = self.project_arc(p1, r)[1], self.project_arc(p2, r)[1]\n", + " p_cur = interpolate(p1, p2, t, t_start, t_end)\n", + " return p_cur\n", + "\n", + " t_start = t_end\n", + "\n", + " def do_spiral(self, t1, t2, r1=None, r2=None):\n", + " if r1 is None:\n", + " r1 = self.radius\n", + " if r2 is None:\n", + " r2 = self.radius - self.min_radius\n", + "\n", + " r_interpolate = lambda t: r1 + (r2 - r1) * ((t - t1) / (t2 - t1))\n", + " \n", + " yield self.project_point(t1, r1)\n", + "\n", + " edge_iter = itertools.cycle(self.poly_edges)\n", + "\n", + " circumference = self.circumference\n", + " t_start = 0\n", + " t = t1\n", + " for p1, p2 in edge_iter:\n", + " edge_frac = math.dist(p1, p2) / circumference\n", + " t_end = t_start + edge_frac\n", + " \n", + " if approx_in_range(t1, t_start, t_end):\n", + " if t2 > t_end:\n", + " yield self.project_arc(p2, r_interpolate(t_end))[1]\n", + " t_start = t_end\n", + " break\n", + "\n", + " t_start = t_end\n", + "\n", + " t_base = t_start\n", + " t_int = 0\n", + " t_frac = 0\n", + " last_arc = None\n", + " r_end = r1\n", + " for p1, p2 in edge_iter:\n", + " _arc, p1_proj = self.project_arc(p1, r_end)\n", + " _arc, p2_proj = self.project_arc(p2, r_end)\n", + " edge_frac = math.dist(p1_proj, p2_proj) / circumference\n", + " t_start = t_int + t_frac\n", + " t_end = t_start + edge_frac\n", + " t_frac += edge_frac\n", + " r_end = r_interpolate(t_end)\n", + " \n", + " if p2 == self.poly[0]:\n", + " t_int += t_frac # 1\n", + " t_frac = 0\n", + " circumference = self.calc_circumference(r_end)\n", + " \n", + " if t2 > t_end:\n", + " arc, point = self.project_arc(p2, r_end)\n", + " if arc != last_arc:\n", + " last_arc = arc\n", + " yield point\n", + " else:\n", + " break\n", + "\n", + " t_start = t_end\n", + "\n", + " yield interpolate(p1_proj, p2_proj, t2, t_start, t_end)\n", + "\n", + "#do_spiral(TEST_POLYGON, 0.3, 1.5)\n", + "inner_diameter = 15\n", + "outer_diameter = 50\n", + "angle = math.radians(120)\n", + "arc_tolerance = 0.05\n", + "from math import pi, ceil, sin, cos, acos\n", + "r1, r2 = inner_diameter / 2, outer_diameter/2\n", + "n1 = 64 # ceil(pi / acos(1 - arc_tolerance/inner_diameter) * angle / (2*pi))\n", + "n2 = 64 # ceil(pi / acos(1 - arc_tolerance/outer_diameter) * angle / (2*pi))\n", + "# center on y axis\n", + "pt = lambda r, a: (r*sin(a), r*cos(a))\n", + "TEST_POLYGON_2 = [pt(r2, angle/2 - i/n2 * angle) for i in range(n2+1)]\n", + "TEST_POLYGON_2 += [pt(r1, i/n1 * angle - angle/2) for i in range(n1+1)]\n", + "\n", + "sk = Skeletonator(TEST_POLYGON_2)\n", + "fig, ax = plt.subplots(figsize=(15, 12))\n", + "#ax.set_xlim([-25, 25])\n", + "#ax.set_ylim([20, 60])\n", + "ax.set_aspect('equal')\n", + "poly_arr = np.array(TEST_POLYGON_2 + TEST_POLYGON_2[:1])\n", + "ax.plot(poly_arr[:,0], poly_arr[:,1])\n", + "#for r in [1.0, 0.8, 0.6, 0.4]:\n", + "# xy = np.array(list(sk.project_point(t, r*sk.radius) for t in np.linspace(0, 1, 30)))\n", + "# ax.plot(xy[:,0], xy[:,1], marker='o', linestyle='None')\n", + "#xy = np.array(list(sk.do_spiral(0, 9.9, sk.radius, 1)))\n", + "#ax.plot(xy[:,0], xy[:,1])\n", + "#for n in range(10):\n", + "# v = sk.radius - n\n", + "for off in [0, 0.25, 0.5, 0.75]:\n", + " xy = np.array(list(sk.do_spiral(off, off+2, sk.radius, 1)))\n", + " ax.plot(xy[:,0], xy[:,1])\n", + "#py_straight_skeleton.plotting.Utils.plot_skeleton(sk.skeleton, ax)\n", + "#ax.set_xlim([-15, -10])\n", + "#ax.set_ylim([12.5, 15.0])\n", + "ax.grid()\n", + "\n", + "pts = [sk.poly[0]]\n", + "for n0, n1 in sk.iter_arcs(sk.poly[0]):\n", + " pts.append((n1.position.x, n1.position.y))\n", + "pts = np.array(pts)\n", + "#ax.plot(pts[:,0], pts[:,1], color='red')" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "kicoil", + "language": "python", + "name": "kicoil" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/src/kicoil/cli.py b/src/kicoil/cli.py index 1bc8611..0ae1480 100644 --- a/src/kicoil/cli.py +++ b/src/kicoil/cli.py @@ -89,9 +89,6 @@ def cli(ctx, footprint_name, clipboard, single_layer, arc_tolerance, circle_segm except ValueError as e: raise click.ClickException(*e.args) - except: - import pdb - pdb.post_mortem() data = None if format == 'kicad-footprint': diff --git a/src/kicoil/skeletonator.py b/src/kicoil/skeletonator.py index b857ce3..be7d4c2 100644 --- a/src/kicoil/skeletonator.py +++ b/src/kicoil/skeletonator.py @@ -42,16 +42,18 @@ class Skeletonator: start = end def project_arc(self, p, r): - if r < self.radius - self.min_radius: - raise ValueError(f'r (={r:.2f}) must be greater than {self.radius - self.min_radius:.2f}') t = self.radius - r for n0, n1 in self.iter_arcs(p): - # project first arc outwards in case r < 0 if t < 0 or approx_in_range(t, n0.time, n1.time): p0 = (n0.position.x, n0.position.y) p1 = (n1.position.x, n1.position.y) - return interpolate(p0, p1, t, n0.time, n1.time) + return (n0, n1), interpolate(p0, p1, t, n0.time, n1.time) + print(p, r, n0, n1) + + def calc_circumference(self, r): + projected = [self.project_arc(p, r)[1] for p in self.poly] + return sum(math.dist(p1, p2) for p1, p2 in zip(projected, projected[1:] + projected[:1])) def project_point(self, t, r=None): t %= 1 @@ -65,7 +67,7 @@ class Skeletonator: t_end = t_start + edge_frac if approx_in_range(t, t_start, t_end): - p1, p2 = self.project_arc(p1, r), self.project_arc(p2, r) + p1, p2 = self.project_arc(p1, r)[1], self.project_arc(p2, r)[1] p_cur = interpolate(p1, p2, t, t_start, t_end) return p_cur @@ -76,7 +78,7 @@ class Skeletonator: r1 = self.radius if r2 is None: r2 = self.radius - self.min_radius - + if t2 < t1: t1, t2 = t2, t1 r1, r2 = r2, r1 @@ -86,30 +88,43 @@ class Skeletonator: yield self.project_point(t1, r1) edge_iter = itertools.cycle(self.poly_edges) - + + circumference = self.circumference t_start = 0 t = t1 for p1, p2 in edge_iter: - edge_frac = math.dist(p1, p2) / self.circumference + edge_frac = math.dist(p1, p2) / circumference t_end = t_start + edge_frac if approx_in_range(t1, t_start, t_end): if t2 > t_end: - yield self.project_arc(p2, r_interpolate(t_end)) + yield self.project_arc(p2, r_interpolate(t_end))[1] t_start = t_end break t_start = t_end + last_arc = None + r_end = r1 for p1, p2 in edge_iter: - edge_frac = math.dist(p1, p2) / self.circumference + _arc, p1_proj = self.project_arc(p1, r_end) + _arc, p2_proj = self.project_arc(p2, r_end) + edge_frac = math.dist(p1_proj, p2_proj) / circumference t_end = t_start + edge_frac + r_end = r_interpolate(t_end) + print(f'{t1=} {t2=} {t=} {t_start=} {t_end=} | {edge_frac=} | {r_end=}') + + if p2 == self.poly[0]: + circumference = self.calc_circumference(r_end) if t2 > t_end: - yield self.project_arc(p2, r_interpolate(t_end)) + arc, point = self.project_arc(p2, r_end) + if arc != last_arc: + last_arc = arc + yield point else: break t_start = t_end - yield self.project_point(t2, r2) + yield interpolate(p1_proj, p2_proj, t2, t_start, t_end)