2011-05-02 03:15:09 +04:00
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<!DOCTYPE html>
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2010-09-28 22:34:52 +04:00
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<html>
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<head>
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<title>Donut Chart</title>
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Simplify data join. Add insert & empty.
The data join is now specified as a single function of data, as with all other
properties. This allows the key to be computed on the previously-bound data,
rather than requiring the key to be serialized into the DOM (say, as an
attribute). In the case that there is no previously-bound data, it is still
possible to access the associated node as the `this` context.
The `enter` operator no longer performs an append. For symmetry with the `exit`
operator, you must call `append` after obtaining the entering selection. This
requires a tiny bit more code, but should make the code more clear. Also, it
provides an opportunity to use a different instantiation operator, such as the
new `insert` operator. This takes a second argument, which is a selector for the
insert-before reference element. For example, the selector ":first-child" will
prepend nodes.
The `empty` operator allows you to query whether a selection is empty (i.e.,
contains zero matching nodes).
2011-01-31 22:00:35 +03:00
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<script type="text/javascript" src="../../d3.js"></script>
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2011-02-25 01:13:05 +03:00
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<script type="text/javascript" src="../../d3.layout.js"></script>
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2010-09-28 22:34:52 +04:00
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<style type="text/css">
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body {
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font: 10px sans-serif;
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}
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</style>
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</head>
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<body>
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<script type="text/javascript">
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var w = 400,
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h = 400,
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2010-10-25 04:05:59 +04:00
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r1 = Math.min(w, h) / 2,
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r0 = r1 * .6,
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2010-10-25 03:15:43 +04:00
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n = 10,
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2011-02-25 01:13:05 +03:00
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q = 0,
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data0 = d3.range(n).map(Math.random),
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data1 = d3.range(n).map(Math.random),
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data,
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2010-10-31 02:30:10 +04:00
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color = d3.scale.category20(),
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2011-02-25 01:13:05 +03:00
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arc = d3.svg.arc(),
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2011-11-05 00:48:56 +04:00
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donut = d3.layout.pie().sort(null);
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2010-09-28 22:34:52 +04:00
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var vis = d3.select("body")
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2010-10-02 22:00:31 +04:00
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.append("svg:svg")
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2010-09-28 22:34:52 +04:00
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.attr("width", w)
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.attr("height", h);
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2010-10-25 04:05:59 +04:00
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vis.selectAll("g.arc")
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2011-02-25 01:13:05 +03:00
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.data(arcs(data0, data1))
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Simplify data join. Add insert & empty.
The data join is now specified as a single function of data, as with all other
properties. This allows the key to be computed on the previously-bound data,
rather than requiring the key to be serialized into the DOM (say, as an
attribute). In the case that there is no previously-bound data, it is still
possible to access the associated node as the `this` context.
The `enter` operator no longer performs an append. For symmetry with the `exit`
operator, you must call `append` after obtaining the entering selection. This
requires a tiny bit more code, but should make the code more clear. Also, it
provides an opportunity to use a different instantiation operator, such as the
new `insert` operator. This takes a second argument, which is a selector for the
insert-before reference element. For example, the selector ":first-child" will
prepend nodes.
The `empty` operator allows you to query whether a selection is empty (i.e.,
contains zero matching nodes).
2011-01-31 22:00:35 +03:00
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.enter().append("svg:g")
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2010-09-28 22:34:52 +04:00
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.attr("class", "arc")
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2010-10-25 04:05:59 +04:00
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.attr("transform", "translate(" + r1 + "," + r1 + ")")
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.append("svg:path")
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2010-10-25 03:15:43 +04:00
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.attr("fill", function(d, i) { return color(i); })
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2010-09-28 22:34:52 +04:00
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.attr("d", arc);
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2011-02-25 01:13:05 +03:00
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window.addEventListener("keypress", swap, false);
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2010-10-24 21:39:34 +04:00
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2011-02-25 01:13:05 +03:00
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function arcs(data0, data1) {
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var arcs0 = donut(data0),
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arcs1 = donut(data1),
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i = -1,
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arc;
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while (++i < n) {
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arc = arcs0[i];
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arc.innerRadius = r0;
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arc.outerRadius = r1;
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arc.next = arcs1[i];
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}
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return arcs0;
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}
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function swap() {
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2010-10-24 21:39:34 +04:00
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d3.selectAll("g.arc > path")
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2011-02-25 01:13:05 +03:00
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.data(++q & 1 ? arcs(data0, data1) : arcs(data1, data0))
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2010-10-24 21:39:34 +04:00
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.each(transitionSplit);
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}
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// 1. Wedges split into two rings.
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function transitionSplit(d, i) {
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d3.select(this)
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2011-02-25 01:13:05 +03:00
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.transition().duration(1000)
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2010-10-24 23:13:15 +04:00
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.attrTween("d", tweenArc({
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2010-10-25 04:05:59 +04:00
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innerRadius: i & 1 ? r0 : (r0 + r1) / 2,
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outerRadius: i & 1 ? (r0 + r1) / 2 : r1
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2010-10-24 21:39:34 +04:00
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}))
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2010-10-24 23:13:15 +04:00
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.each("end", transitionRotate);
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2010-10-24 21:39:34 +04:00
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}
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// 2. Wedges translate to be centered on their final position.
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function transitionRotate(d, i) {
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var a0 = d.next.startAngle + d.next.endAngle,
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a1 = d.startAngle - d.endAngle;
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d3.select(this)
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2011-02-25 01:13:05 +03:00
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.transition().duration(1000)
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2010-10-24 23:13:15 +04:00
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.attrTween("d", tweenArc({
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2010-10-24 21:39:34 +04:00
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startAngle: (a0 + a1) / 2,
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endAngle: (a0 - a1) / 2
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}))
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2010-10-24 23:13:15 +04:00
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.each("end", transitionResize);
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2010-10-24 21:39:34 +04:00
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}
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// 3. Wedges then update their values, changing size.
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function transitionResize(d, i) {
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d3.select(this)
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2011-02-25 01:13:05 +03:00
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.transition().duration(1000)
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2010-10-24 23:13:15 +04:00
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.attrTween("d", tweenArc({
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2010-09-28 22:34:52 +04:00
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startAngle: d.next.startAngle,
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endAngle: d.next.endAngle
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2010-10-24 21:39:34 +04:00
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}))
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2010-10-24 23:13:15 +04:00
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.each("end", transitionUnite);
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2010-10-24 21:39:34 +04:00
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}
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// 4. Wedges reunite into a single ring.
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function transitionUnite(d, i) {
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d3.select(this)
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2011-02-25 01:13:05 +03:00
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.transition().duration(1000)
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2010-10-24 23:13:15 +04:00
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.attrTween("d", tweenArc({
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2011-02-25 01:13:05 +03:00
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innerRadius: r0,
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outerRadius: r1
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2010-10-24 21:39:34 +04:00
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}));
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}
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2010-09-28 22:34:52 +04:00
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2010-10-24 23:13:15 +04:00
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function tweenArc(b) {
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2010-10-24 21:39:34 +04:00
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return function(a) {
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2010-10-24 23:13:15 +04:00
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var i = d3.interpolate(a, b);
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2010-10-24 21:39:34 +04:00
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for (var key in b) a[key] = b[key]; // update data
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return function(t) {
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return arc(i(t));
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};
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};
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2010-09-28 22:34:52 +04:00
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}
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</script>
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</body>
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</html>
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