{"url":"https://api.github.com/gists/3231298","forks_url":"https://api.github.com/gists/3231298/forks","commits_url":"https://api.github.com/gists/3231298/commits","id":"3231298","node_id":"MDQ6R2lzdDMyMzEyOTg=","git_pull_url":"https://gist.github.com/3231298.git","git_push_url":"https://gist.github.com/3231298.git","html_url":"https://gist.github.com/mbostock/3231298","files":{".block":{"filename":".block","type":"text/plain","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3231298/raw/4eec884e1fdf24feff6992c55a53a85951dd5987/.block","size":78,"truncated":false,"content":"license: gpl-3.0\nredirect: https://observablehq.com/@d3/collision-detection/2\n","encoding":"utf-8"},"README.md":{"filename":"README.md","type":"text/markdown","language":"Markdown","raw_url":"https://gist.githubusercontent.com/mbostock/3231298/raw/3cc5f41b98ac1f249bf80f91cb3d8bac7910e739/README.md","size":145,"truncated":false,"content":"Mouseover to repel nodes. Adapted from my [talk on force layouts](http://vimeo.com/29458354). Compare to the [canvas version](/mbostock/3231307).","encoding":"utf-8"},"index.html":{"filename":"index.html","type":"text/html","language":"HTML","raw_url":"https://gist.githubusercontent.com/mbostock/3231298/raw/b4db30731a1aacdd05bc7590fb58a1b56158ea69/index.html","size":1816,"truncated":false,"content":"<!DOCTYPE html>\n<meta charset=\"utf-8\">\n<body>\n<script src=\"//d3js.org/d3.v3.min.js\"></script>\n<script>\n\nvar width = 960,\n    height = 500;\n\nvar nodes = d3.range(200).map(function() { return {radius: Math.random() * 12 + 4}; }),\n    root = nodes[0],\n    color = d3.scale.category10();\n\nroot.radius = 0;\nroot.fixed = true;\n\nvar force = d3.layout.force()\n    .gravity(0.05)\n    .charge(function(d, i) { return i ? 0 : -2000; })\n    .nodes(nodes)\n    .size([width, height]);\n\nforce.start();\n\nvar svg = d3.select(\"body\").append(\"svg\")\n    .attr(\"width\", width)\n    .attr(\"height\", height);\n\nsvg.selectAll(\"circle\")\n    .data(nodes.slice(1))\n  .enter().append(\"circle\")\n    .attr(\"r\", function(d) { return d.radius; })\n    .style(\"fill\", function(d, i) { return color(i % 3); });\n\nforce.on(\"tick\", function(e) {\n  var q = d3.geom.quadtree(nodes),\n      i = 0,\n      n = nodes.length;\n\n  while (++i < n) q.visit(collide(nodes[i]));\n\n  svg.selectAll(\"circle\")\n      .attr(\"cx\", function(d) { return d.x; })\n      .attr(\"cy\", function(d) { return d.y; });\n});\n\nsvg.on(\"mousemove\", function() {\n  var p1 = d3.mouse(this);\n  root.px = p1[0];\n  root.py = p1[1];\n  force.resume();\n});\n\nfunction collide(node) {\n  var r = node.radius + 16,\n      nx1 = node.x - r,\n      nx2 = node.x + r,\n      ny1 = node.y - r,\n      ny2 = node.y + r;\n  return function(quad, x1, y1, x2, y2) {\n    if (quad.point && (quad.point !== node)) {\n      var x = node.x - quad.point.x,\n          y = node.y - quad.point.y,\n          l = Math.sqrt(x * x + y * y),\n          r = node.radius + quad.point.radius;\n      if (l < r) {\n        l = (l - r) / l * .5;\n        node.x -= x *= l;\n        node.y -= y *= l;\n        quad.point.x += x;\n        quad.point.y += y;\n      }\n    }\n    return x1 > nx2 || x2 < nx1 || y1 > ny2 || y2 < ny1;\n  };\n}\n\n</script>\n","encoding":"utf-8"},"thumbnail.png":{"filename":"thumbnail.png","type":"image/png","language":null,"raw_url":"https://gist.githubusercontent.com/mbostock/3231298/raw/d187656d23ea7fd82d28a233a9a3d3a19776bdb1/thumbnail.png","size":16662,"truncated":false,"content":"iVBORw0KGgoAAAANSUhEUgAAAOYAAAB4CAYAAADmBo6IAAAAGXRFWHRTb2Z0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\nrKcNhMxzYLPUno3qYCeL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