{"url":"https://api.github.com/gists/1353700","forks_url":"https://api.github.com/gists/1353700/forks","commits_url":"https://api.github.com/gists/1353700/commits","id":"1353700","node_id":"MDQ6R2lzdDEzNTM3MDA=","git_pull_url":"https://gist.github.com/1353700.git","git_push_url":"https://gist.github.com/1353700.git","html_url":"https://gist.github.com/mbostock/1353700","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1353700/raw/5b348065e940029aaef07d86581ba8824d1f73d7/.block","size":80,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@mbostock/epicyclic-gearing\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/1353700/raw/0f6188e850d55631fc704e9e62756b403cc110c6/README.md","size":459,"truncated":false,"content":"From [Wikipedia](http://en.wikipedia.org/wiki/Epicyclic_gearing):\n\n> **Epicyclic gearing** or **planetary gearing** is a gear system consisting of one or more outer gears, or *planet* gears, revolving about a central, or *sun* gear. … Epicyclic gearing systems also incorporate the use of an outer ring gear or *annulus*, which meshes with the planet gears.\n\nUse the menu in the top-left to change the frame of reference, fixing the specified gear in-place.","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/1353700/raw/b3e7d5dbff9dd00f3df20efc8c4cbba086c7be3b/index.html","size":3749,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<style>\n\nbody {\n  font-family: \"Helvetica Neue\", Helvetica, Arial, sans-serif;\n  width: 960px;\n  height: 500px;\n  position: relative;\n}\n\nform {\n  position: absolute;\n  top: 1em;\n  left: 1em;\n}\n\npath {\n  fill-rule: evenodd;\n  stroke: #333;\n  stroke-width: 2px;\n}\n\n.sun path {\n  fill: #6baed6;\n}\n\n.planet path {\n  fill: #9ecae1;\n}\n\n.annulus path {\n  fill: #c6dbef;\n}\n\n</style>\n<form>\n  <input type=\"radio\" name=\"reference\" id=\"ref-annulus\">\n  <label for=\"ref-annulus\">Annulus</label><br>\n  <input type=\"radio\" name=\"reference\" id=\"ref-planet\" checked>\n  <label for=\"ref-planet\">Planets</label><br>\n  <input type=\"radio\" name=\"reference\" id=\"ref-sun\">\n  <label for=\"ref-sun\">Sun</label>\n</form>\n<script src=\"https://d3js.org/d3.v4.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500,\n    radius = 80,\n    x = Math.sin(2 * Math.PI / 3),\n    y = Math.cos(2 * Math.PI / 3);\n\nvar offset = 0,\n    speed = 4,\n    start = Date.now();\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height)\n  .append(\"g\")\n    .attr(\"transform\", \"translate(\" + width / 2 + \",\" + height / 2 + \")scale(.55)\")\n  .append(\"g\");\n\nvar frame = svg.append(\"g\")\n    .datum({radius: Infinity});\n\nframe.append(\"g\")\n    .attr(\"class\", \"annulus\")\n    .datum({teeth: 80, radius: -radius * 5, annulus: true})\n  .append(\"path\")\n    .attr(\"d\", gear);\n\nframe.append(\"g\")\n    .attr(\"class\", \"sun\")\n    .datum({teeth: 16, radius: radius})\n  .append(\"path\")\n    .attr(\"d\", gear);\n\nframe.append(\"g\")\n    .attr(\"class\", \"planet\")\n    .attr(\"transform\", \"translate(0,-\" + radius * 3 + \")\")\n    .datum({teeth: 32, radius: -radius * 2})\n  .append(\"path\")\n    .attr(\"d\", gear);\n\nframe.append(\"g\")\n    .attr(\"class\", \"planet\")\n    .attr(\"transform\", \"translate(\" + -radius * 3 * x + \",\" + -radius * 3 * y + \")\")\n    .datum({teeth: 32, radius: -radius * 2})\n  .append(\"path\")\n    .attr(\"d\", gear);\n\nframe.append(\"g\")\n    .attr(\"class\", \"planet\")\n    .attr(\"transform\", \"translate(\" + radius * 3 * x + \",\" + -radius * 3 * y + \")\")\n    .datum({teeth: 32, radius: -radius * 2})\n  .append(\"path\")\n    .attr(\"d\", gear);\n\nd3.selectAll(\"input[name=reference]\")\n  .data([radius * 5, Infinity, -radius])\n    .on(\"change\", function(radius1) {\n      var radius0 = frame.datum().radius, angle = (Date.now() - start) * speed;\n      frame.datum({radius: radius1});\n      svg.attr(\"transform\", \"rotate(\" + (offset += angle / radius0 - angle / radius1) + \")\");\n    });\n\nd3.selectAll(\"input[name=speed]\")\n    .on(\"change\", function() { speed = +this.value; });\n\nfunction gear(d) {\n  var n = d.teeth,\n      r2 = Math.abs(d.radius),\n      r0 = r2 - 8,\n      r1 = r2 + 8,\n      r3 = d.annulus ? (r3 = r0, r0 = r1, r1 = r3, r2 + 20) : 20,\n      da = Math.PI / n,\n      a0 = -Math.PI / 2 + (d.annulus ? Math.PI / n : 0),\n      i = -1,\n      path = [\"M\", r0 * Math.cos(a0), \",\", r0 * Math.sin(a0)];\n  while (++i < n) path.push(\n      \"A\", r0, \",\", r0, \" 0 0,1 \", r0 * Math.cos(a0 += da), \",\", r0 * Math.sin(a0),\n      \"L\", r2 * Math.cos(a0), \",\", r2 * Math.sin(a0),\n      \"L\", r1 * Math.cos(a0 += da / 3), \",\", r1 * Math.sin(a0),\n      \"A\", r1, \",\", r1, \" 0 0,1 \", r1 * Math.cos(a0 += da / 3), \",\", r1 * Math.sin(a0),\n      \"L\", r2 * Math.cos(a0 += da / 3), \",\", r2 * Math.sin(a0),\n      \"L\", r0 * Math.cos(a0), \",\", r0 * Math.sin(a0));\n  path.push(\"M0,\", -r3, \"A\", r3, \",\", r3, \" 0 0,0 0,\", r3, \"A\", r3, \",\", r3, \" 0 0,0 0,\", -r3, \"Z\");\n  return path.join(\"\");\n}\n\nd3.timer(function() {\n  var angle = (Date.now() - start) * speed,\n      transform = function(d) { return \"rotate(\" + angle / d.radius + \")\"; };\n  frame.selectAll(\"path\").attr(\"transform\", transform);\n  frame.attr(\"transform\", transform); // frame of reference\n});\n\n</script>\n","encoding":"utf-8"},"preview.png":{"filename":"preview.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/1353700/raw/67e98cdde72b0312b55fb40cc1fd16b77df14ed8/preview.png","size":45300,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAA8AAAAH0CAIAAAB9wNNeAAAKpGlDQ1BJQ0Mg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\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2n/7L334y+7fDsVTDDfyJ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\nhAJNCDkGYtXKZZXvShtLz1oK7t7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YDJtufLF3XnwpSoc7bLAZDbXIi4jNasxaat/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\nR2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