{ "cells": [ { "cell_type": "code", "execution_count": 448, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib as plt\n", "import scipy\n", "from skspatial.objects import LineSegment\n", "from enum import Enum" ] }, { "cell_type": "code", "execution_count": 449, "metadata": {}, "outputs": [], "source": [ "VIA_DIAM = 0.8\n", "VIA_DRILL = 0.4\n", "STATOR_HOLE_RADIUS = 4\n", "TRACK_WIDTH = 0.2\n", "TRACK_SPACING = 0.2\n", "TURNS = 11\n", "STATOR_RADIUS = 20\n", "Layer = Enum('Layer', 'FRONT BACK')" ] }, { "cell_type": "code", "execution_count": 450, "metadata": {}, "outputs": [], "source": [ "# create a square shape\n", "template = [(-1.5, -0.05), (1.5, -1.25), (1.5, 1.25), (-1.5, 0.05)]\n", "# template = [(-6, -0.05), (6, -3), (6, 3), (-6, 0.05)]\n", "# create a triangle\n", "# template = [(-2, 0), (2, -3), (2, 3)]\n", "# interpolate the shape using numpy\n", "\n", "# create a circle template\n", "# template = [(np.cos(np.deg2rad(theta)), np.sin(np.deg2rad(theta))) for theta in np.linspace(0, 360, 360)]\n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 451, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 451, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plot the template shape wrapping around to the first point\n", "plt.pyplot.plot([x for x, y in template] + [template[0][0]], [y for x, y in template] + [template[0][1]])" ] }, { "cell_type": "code", "execution_count": 452, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 452, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# apply Chaikin's algorithm to the template - corner cuttine\n", "def chaikin(arr, iterations):\n", " if iterations == 0:\n", " return arr\n", " l = len(arr)\n", " smoothed = []\n", " for i in range(l):\n", " x1, y1 = arr[i]\n", " x2, y2 = arr[(i+1)%l]\n", " smoothed.append([0.95*x1 + 0.05*x2,0.95*y1 + 0.05*y2])\n", " smoothed.append([0.05*x1 + 0.95*x2,0.05*y1 + 0.95*y2])\n", " return chaikin(smoothed, iterations - 1)\n", "\n", "template = chaikin(template, 2)\n", "plt.pyplot.plot([x for x, y in template] + [template[0][0]], [y for x, y in template] + [template[0][1]]) " ] }, { "cell_type": "code", "execution_count": 453, "metadata": {}, "outputs": [], "source": [ "# this speeds things up dramatically as we only have to compute the line intersections once\n", "# there are probably much faster ways of doing this - we're just doing a brute force search\n", "# for the intersections - consult algorithms from games for inspiration...\n", "def get_template_point_cache(template):\n", " # sweep a line from the origin through 360 degress times the number of turns in 1 degree increments\n", " # and find the intersection points with the template shape\n", " cache = {}\n", " for angle in np.arange(0, 360+2, 2):\n", " line = LineSegment(np.array([0, 0]), np.array([1000 * np.cos(np.deg2rad(angle)), 1000 * np.sin(np.deg2rad(angle))]))\n", " for i in range(len(template)):\n", " segment = LineSegment(np.array(template[i]), np.array(template[(i + 1) % len(template)]))\n", " try:\n", " intersection = line.intersect_line_segment(segment)\n", " if intersection is not None:\n", " cache[angle] = (intersection, segment)\n", " except ValueError:\n", " pass\n", " return cache\n", "\n", "# get the points in a coil shape\n", "# Use reverse for bottom layer (basically flips the y coordinate so that the coil goes in the opposite direction)\n", "# Also rotates the endpoints by 90 degress so that the exit point on the bottom layer is to the left hand side\n", "def get_points(template, turns, spacing, layer=Layer.FRONT, cache = None):\n", " if cache is None:\n", " cache = get_template_point_cache(template)\n", " points = []\n", " for angle in np.arange(0, 360 * turns + 2, 2):\n", " offset = spacing * angle / 360\n", " if layer == Layer.BACK:\n", " angle = angle + 180\n", " intersection, segment = cache[angle % 360]\n", " vector = np.array(segment.point_a) - np.array(segment.point_b)\n", " normal = vector / np.linalg.norm(vector)\n", " # rotate the vector 90 degrees\n", " normal = np.array([-normal[1], normal[0]])\n", " # move the intersection point along the normal vector by the spacing\n", " coil_point = intersection + normal * offset\n", " if layer == Layer.BACK:\n", " points.append((coil_point[0], -coil_point[1]))\n", " else:\n", " points.append(coil_point)\n", " return points\n" ] }, { "cell_type": "code", "execution_count": 454, "metadata": {}, "outputs": [], "source": [ "cache = get_template_point_cache(template)" ] }, { "cell_type": "code", "execution_count": 455, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "180 300 420\n" ] } ], "source": [ "points_f = [(0,0)] + get_points(template, TURNS, TRACK_SPACING+TRACK_WIDTH, Layer.FRONT, cache) \n", "points_b = [(0,0)] + get_points(template, TURNS, TRACK_SPACING+TRACK_WIDTH, Layer.BACK, cache)\n", "\n", "COIL_CENTER_RADIUS = STATOR_RADIUS/2+1.5\n", "\n", "angle_A = 0\n", "angle_B = 120\n", "angle_C = 240\n", "\n", "# roate the points by the required angle\n", "def rotate(points, angle):\n", " return [[x * np.cos(np.deg2rad(angle)) - y * np.sin(np.deg2rad(angle)), x * np.sin(np.deg2rad(angle)) + y * np.cos(np.deg2rad(angle))] for x, y in points]\n", "\n", "# move the points out to the distance at the requited angle\n", "def translate(points, distance, angle):\n", " return [[x + distance * np.cos(np.deg2rad(angle)), y + distance * np.sin(np.deg2rad(angle))] for x, y in points]\n", "\n", "# flip the y coordinate\n", "def flip(points):\n", " return [[x, -y] for x, y in points]\n", "\n", "# the main coils\n", "coil_A_f = translate(rotate(points_f, angle_A), COIL_CENTER_RADIUS, angle_A)\n", "coil_A_b = translate(rotate(points_b, angle_A), COIL_CENTER_RADIUS, angle_A)\n", "\n", "coil_B_f = translate(rotate(points_f, angle_B), COIL_CENTER_RADIUS, angle_B)\n", "coil_B_b = translate(rotate(points_b, angle_B), COIL_CENTER_RADIUS, angle_B)\n", "\n", "coil_C_f = translate(rotate(points_f, angle_C), COIL_CENTER_RADIUS, angle_C)\n", "coil_C_b = translate(rotate(points_b, angle_C), COIL_CENTER_RADIUS, angle_C)\n", "\n", "# the opposite coils - for more power!\n", "angle_A_opp = angle_A + 180\n", "angle_B_opp = angle_B + 180\n", "angle_C_opp = angle_C + 180\n", "\n", "print(angle_A_opp, angle_B_opp, angle_C_opp)\n", "\n", "coil_A_opp_f = translate(rotate(flip(points_f),angle_A_opp), COIL_CENTER_RADIUS, angle_A_opp)\n", "coil_A_opp_b = translate(rotate(flip(points_b), angle_A_opp), COIL_CENTER_RADIUS,angle_A_opp)\n", "\n", "coil_B_opp_f = translate(rotate(flip(points_f),angle_B_opp), COIL_CENTER_RADIUS, angle_B_opp)\n", "coil_B_opp_b = translate(rotate(flip(points_b), angle_B_opp), COIL_CENTER_RADIUS, angle_B_opp)\n", "\n", "coil_C_opp_f = translate(rotate(flip(points_f), angle_C_opp), COIL_CENTER_RADIUS, angle_C_opp)\n", "coil_C_opp_b = translate(rotate(flip(points_b), angle_C_opp), COIL_CENTER_RADIUS, angle_C_opp)\n", "\n", "# connect the front copper opposite coils together\n", "common_connection_radius = STATOR_RADIUS - (TRACK_WIDTH+TRACK_SPACING) \n", "common_coil_connections_b = [\n", " (common_connection_radius * np.cos(np.deg2rad(angle)), common_connection_radius * np.sin(np.deg2rad(angle)))\n", " for angle in np.arange(angle_A_opp, angle_C_opp+5, 5)\n", "]\n", "coil_A_opp_f.append((common_connection_radius * np.cos(np.deg2rad(angle_A_opp)), common_connection_radius * np.sin(np.deg2rad(angle_A_opp))))\n", "coil_B_opp_f.append((common_connection_radius * np.cos(np.deg2rad(angle_B_opp)), common_connection_radius * np.sin(np.deg2rad(angle_B_opp))))\n", "coil_C_opp_f.append((common_connection_radius * np.cos(np.deg2rad(angle_C_opp)), common_connection_radius * np.sin(np.deg2rad(angle_C_opp))))\n", "\n", "# connect coil A to it's opposite\n", "connection_radius1 = STATOR_HOLE_RADIUS + (TRACK_SPACING)\n", "connection_radius2 = connection_radius1 + (TRACK_SPACING+VIA_DIAM/2)\n", "# draw a 45 degree line from coil A at connection radius 1\n", "# then connect up to connection radius 2\n", "# draw a 45 degree line to the opposite coil\n", "coil_A_b.append((connection_radius1 * np.cos(np.deg2rad(angle_A)), connection_radius1 * np.sin(np.deg2rad(angle_A))))\n", "coil_A_opp_b.append((connection_radius2 * np.cos(np.deg2rad(angle_A_opp)), connection_radius2 * np.sin(np.deg2rad(angle_A_opp))))\n", "a_connection_b = [\n", " (connection_radius1 * np.cos(np.deg2rad(angle)), connection_radius1 * np.sin(np.deg2rad(angle)))\n", " for angle in np.arange(angle_A, angle_A+90+5, 5)\n", "]\n", "a_connection_f = [\n", " (connection_radius2 * np.cos(np.deg2rad(angle)), connection_radius2 * np.sin(np.deg2rad(angle)))\n", " for angle in np.arange(angle_A+90, angle_A+180+5, 5)\n", "]\n", "a_connection_b.append(a_connection_f[0])\n", "\n", "coil_B_b.append((connection_radius1 * np.cos(np.deg2rad(angle_B)), connection_radius1 * np.sin(np.deg2rad(angle_B))))\n", "coil_B_opp_b.append((connection_radius2 * np.cos(np.deg2rad(angle_B_opp)), connection_radius2 * np.sin(np.deg2rad(angle_B_opp))))\n", "b_connection_b = [\n", " (connection_radius1 * np.cos(np.deg2rad(angle)), connection_radius1 * np.sin(np.deg2rad(angle)))\n", " for angle in np.arange(angle_B, angle_B+90+5, 5)\n", "]\n", "b_connection_f = [\n", " (connection_radius2 * np.cos(np.deg2rad(angle)), connection_radius2 * np.sin(np.deg2rad(angle)))\n", " for angle in np.arange(angle_B+90, angle_B+180+5, 5)\n", "]\n", "b_connection_b.append(b_connection_f[0])\n", "\n", "coil_C_b.append((connection_radius1 * np.cos(np.deg2rad(angle_C)), connection_radius1 * np.sin(np.deg2rad(angle_C))))\n", "coil_C_opp_b.append((connection_radius2 * np.cos(np.deg2rad(angle_C_opp)), connection_radius2 * np.sin(np.deg2rad(angle_C_opp))))\n", "c_connection_b = [\n", " (connection_radius1 * np.cos(np.deg2rad(angle)), connection_radius1 * np.sin(np.deg2rad(angle)))\n", " for angle in np.arange(angle_C, angle_C+90+5, 5)\n", "]\n", "c_connection_f = [\n", " (connection_radius2 * np.cos(np.deg2rad(angle)), connection_radius2 * np.sin(np.deg2rad(angle)))\n", " for angle in np.arange(angle_C+90, angle_C+180+5, 5)\n", "]\n", "c_connection_b.append(c_connection_f[0])\n", "\n" ] }, { "cell_type": "code", "execution_count": 456, "metadata": {}, "outputs": [], "source": [ "\n", "def create_track(points):\n", " return [{\"x\": x, \"y\": y} for x, y in points]" ] }, { "cell_type": "code", "execution_count": 457, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(3.548111111111111, 17.889666666666667, -5.67602742669668, 5.588103630747186)" ] }, "execution_count": 457, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "\n", "# dump out the results to json\n", "json_result = {\n", " \"parameters\": {\n", " \"trackWidth\": TRACK_WIDTH,\n", " \"statorHoleRadius\": STATOR_HOLE_RADIUS,\n", " \"viaDiameter\": VIA_DIAM,\n", " \"viaDrillDiameter\": VIA_DRILL\n", "\n", " },\n", " \"vias\": [\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_A)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_A)) },\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_B)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_B)) },\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_C)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_C)) },\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_A_opp)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_A_opp)) },\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_B_opp)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_B_opp)) },\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_C_opp)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_C_opp)) },\n", " { \"x\": common_connection_radius * np.cos(np.deg2rad(angle_A_opp)), \"y\": common_connection_radius * np.sin(np.deg2rad(angle_A_opp)) },\n", " { \"x\": common_connection_radius * np.cos(np.deg2rad(angle_B_opp)), \"y\": common_connection_radius * np.sin(np.deg2rad(angle_B_opp)) },\n", " { \"x\": common_connection_radius * np.cos(np.deg2rad(angle_C_opp)), \"y\": common_connection_radius * np.sin(np.deg2rad(angle_C_opp)) },\n", " # coil A connections\n", " { \"x\": a_connection_f[0][0], \"y\": a_connection_f[0][1] },\n", " { \"x\": a_connection_f[-1][0], \"y\": a_connection_f[-1][1] },\n", " # coil B connections\n", " { \"x\": b_connection_f[0][0], \"y\": b_connection_f[0][1] },\n", " { \"x\": b_connection_f[-1][0], \"y\": b_connection_f[-1][1] },\n", " # coil C connections\n", " { \"x\": c_connection_f[0][0], \"y\": c_connection_f[0][1] },\n", " { \"x\": c_connection_f[-1][0], \"y\": c_connection_f[-1][1] },\n", " ],\n", " \"silk\": [\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_A)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_A)), \"text\": \"A\" },\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_B)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_B)), \"text\": \"B\" },\n", " { \"x\": COIL_CENTER_RADIUS*np.cos(np.deg2rad(angle_C)), \"y\": COIL_CENTER_RADIUS*np.sin(np.deg2rad(angle_C)), \"text\": \"C\" }\n", " ],\n", " \"tracks\": {\n", " \"f\": [\n", " create_track(points) for points in [\n", " coil_A_f,\n", " coil_A_opp_f,\n", " coil_B_f,\n", " coil_B_opp_f,\n", " coil_C_f,\n", " coil_C_opp_f,\n", " a_connection_f,\n", " b_connection_f,\n", " c_connection_f]\n", " ],\n", " \"b\": [\n", " create_track(points) for points in [\n", " coil_A_b, \n", " coil_A_opp_b, \n", " coil_B_b, \n", " coil_B_opp_b, \n", " coil_C_b, \n", " coil_C_opp_b,\n", " common_coil_connections_b,\n", " a_connection_b,\n", " b_connection_b,\n", " c_connection_b]\n", " ]\n", " },\n", "}\n", "\n", "import json\n", "json.dump(json_result, open(\"coil.json\", \"w\"))\n", "\n", "\n", "df = pd.DataFrame(coil_A_f, columns=['x', 'y'])\n", "ax = df.plot.line(x='x', y='y', label='Coil A', color='blue')\n", "ax.axis('equal')\n", "df = pd.DataFrame(coil_A_b, columns=['x', 'y'])\n", "ax = df.plot.line(x='x', y='y', label='Coil B', color='green')\n", "ax.axis('equal')\n", "\n", "# plot all three coils on the same graph\n", "# df = pd.DataFrame(coil_A, columns=['x', 'y'])\n", "# ax = df.plot.line(x='x', y='y', label='Coil A', color='blue')\n", "# ax.axis('equal')\n", "# df = pd.DataFrame(coil_B, columns=['x', 'y'])\n", "# df.plot.line(x='x', y='y', ax=ax, label='Coil B', color='green')\n", "# df = pd.DataFrame(coil_C, columns=['x', 'y'])\n", "# df.plot.line(x='x', y='y', ax=ax, label='Coil C', color='red')\n", "\n", "# df = pd.DataFrame(coil_A_opposite, columns=['x', 'y'])\n", "# df.plot.line(x='x', y='y', ax=ax, label='Coil A Opposite', color='blue')\n", "# df = pd.DataFrame(coil_B_opposite, columns=['x', 'y'])\n", "# df.plot.line(x='x', y='y', ax=ax, label='Coil B Opposite', color='green')\n", "# df = pd.DataFrame(coil_C_opposite, columns=['x', 'y'])\n", "# df.plot.line(x='x', y='y', ax=ax, label='Coil C Opposite', color='red')\n", "\n" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3.10.7 ('venv': venv)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.7" }, "orig_nbformat": 4, "vscode": { "interpreter": { "hash": "1ce20143987840b9786ebb5907032c9c3a8efacbb887dbb0ebc4934f2ad26cb3" } } }, "nbformat": 4, "nbformat_minor": 2 }