{ "cells": [ { "cell_type": "code", "execution_count": 245, "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": 246, "metadata": {}, "outputs": [], "source": [ "VIA_DIAM = 0.8\n", "VIA_DRILL = 0.4\n", "STATOR_HOLE_RADIUS = 4\n", "TRACK_WIDTH = 0.15\n", "TRACK_SPACING = 0.15\n", "TURNS = 16\n", "STATOR_RADIUS = 20\n", "Layer = Enum('Layer', 'FRONT BACK')" ] }, { "cell_type": "code", "execution_count": 247, "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": 248, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 248, "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": 249, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[]" ] }, "execution_count": 249, "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": 250, "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": 251, "metadata": {}, "outputs": [], "source": [ "cache = get_template_point_cache(template)" ] }, { "cell_type": "code", "execution_count": 242, "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 oppoisite 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", "a_connection_radius = STATOR_HOLE_RADIUS + (TRACK_WIDTH+TRACK_SPACING)\n", "coil_A_b.append((a_connection_radius * np.cos(np.deg2rad(angle_A)), a_connection_radius * np.sin(np.deg2rad(angle_A))))\n", "coil_A_opp_b.append((a_connection_radius * np.cos(np.deg2rad(angle_A_opp)), a_connection_radius * np.sin(np.deg2rad(angle_A_opp))))\n", "a_comnection_b = [\n", " (a_connection_radius * np.cos(np.deg2rad(angle)), a_connection_radius * np.sin(np.deg2rad(angle)))\n", " for angle in np.arange(angle_A, angle_A_opp+5, 5)\n", "]\n", "\n", "# connect coil B to it's opposite\n", "\n", "# connect coil C to it's opposite\n", "\n" ] }, { "cell_type": "code", "execution_count": 243, "metadata": {}, "outputs": [], "source": [ "\n", "def create_track(points):\n", " return [{\"x\": x, \"y\": y} for x, y in points]" ] }, { "cell_type": "code", "execution_count": 244, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(3.631083333333333, 18.347250000000003, -6.13134708429227, 6.065404237330151)" ] }, "execution_count": 244, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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", 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" ] }, "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", " ],\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", " ],\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_comnection_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 }