Updating Neil Freeman’s Block to d3.v4 that was riffing on the State Capitals Voronoi from Jason Davies, and using his spherical voronoi script.
Created
March 12, 2017 01:00
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Voronoi of the 50 largest urban areas in the US (d3.v4)
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(function() { | |
var π = Math.PI, | |
degrees = 180 / π, | |
radians = π / 180, | |
ε = 1e-15, | |
circle = d3.geoCircle(); | |
geoVoronoi = function(points, triangles) { | |
if (arguments.length < 2) triangles = geoDelaunay(points); | |
if (!triangles) triangles = []; | |
var n = points.length; | |
var edgeByStart = []; | |
triangles.forEach(function(t) { | |
var edges = t.edges; | |
edges.reverse(); | |
for (var i = 0, prev = edges[2]; i < 3; ++i) { | |
var e = edges[i]; | |
e.prev = prev; | |
e.triangle = t; | |
edgeByStart[e.b] = (prev = e); | |
} | |
}); | |
return { | |
type: "GeometryCollection", | |
geometries: n === 1 ? [{type: "Sphere"}] | |
: n === 2 ? hemispheres(points[0], points[1]) | |
: points.map(function(_, i) { | |
var cell = [], | |
neighbors = [], | |
o = {type: "Polygon", coordinates: [cell], neighbors: neighbors}, | |
e00 = edgeByStart[i], | |
e0 = e00, | |
e = e0, | |
centre0 = e.triangle.centre; | |
do { | |
var centre = e.triangle.centre; | |
if (dot(centre, centre0) < ε - 1) { | |
var a = cartesian(points[e0.b]), b = cartesian(points[e.a]), | |
c = normalise([a[0] + b[0], a[1] + b[1], a[2] + b[2]]); | |
if (dot(centre, cross(a, b)) > 0) c[0] = -c[0], c[1] = -c[1], c[2] = -c[2]; | |
cell.push(spherical(c)); | |
} | |
cell.push(spherical(centre)); | |
neighbors.push(e.a); | |
centre0 = centre; | |
if (e === e00 && e0 !== e00) break; | |
e = (e0 = e).prev.neighbour; | |
} while (1); | |
return o; | |
}) | |
}; | |
}; | |
geoDelaunay = function(points) { | |
var p = points.map(cartesian), | |
n = points.length, | |
triangles = convexhull3d(p); | |
if (triangles.length) return triangles.forEach(function(t) { | |
t.centre = circumcentre(t); | |
// TODO reuse original points. | |
t[0] = spherical(t[0]); | |
t[1] = spherical(t[1]); | |
t[2] = spherical(t[2]); | |
}), triangles; | |
if (n > 2) { | |
var edgeByEnds = {}, | |
N = normalise(cross(subtract(p[1], p[0]), subtract(p[2], p[0]))), | |
M = [-N[0], -N[1], -N[2]], | |
p0 = p.shift(), | |
reference = subtract(p[0], p0); | |
p.sort(function(a, b) { return angle(reference, subtract(a, p0)) - angle(reference, subtract(b, p0)); }); | |
p.unshift(p0); | |
var d = [0, 1, 2]; | |
for (var i = 2; i < n; ++i) { | |
d[0] = 0, d[1] = i - 1, d[2] = i; | |
var t = orient(p, d, N); | |
t.edges = [ | |
edgeByEnds[d[0] + "," + d[1]] = new Edge(d[0], d[1]), | |
edgeByEnds[d[1] + "," + d[2]] = new Edge(d[1], d[2]), | |
edgeByEnds[d[2] + "," + d[0]] = new Edge(d[2], d[0]) | |
]; | |
t.centre = circumcentre(t); | |
triangles.push(t); | |
t = orient(p, d, M); | |
t.edges = [ | |
edgeByEnds[d[0] + "," + d[1]] = new Edge(d[0], d[1]), | |
edgeByEnds[d[1] + "," + d[2]] = new Edge(d[1], d[2]), | |
edgeByEnds[d[2] + "," + d[0]] = new Edge(d[2], d[0]) | |
]; | |
t.centre = circumcentre(t); | |
triangles.push(t); | |
} | |
for (var k in edgeByEnds) { | |
var edge = edgeByEnds[k], | |
ends = k.split(","); | |
edge.neighbour = edgeByEnds[ends.reverse().join(",")]; | |
} | |
return triangles; | |
} | |
}; | |
function hemispheres(a, b) { | |
var c = d3.geoInterpolate(a, b)(.5), | |
n = cross(cross(cartesian(a), cartesian(b)), cartesian(c)), | |
m = 1 / norm(n); | |
n[0] *= m, n[1] *= m, n[2] *= m; | |
var ring = circle.origin(spherical(n))().coordinates[0]; | |
return [ | |
{type: "Polygon", coordinates: [ring]}, | |
{type: "Polygon", coordinates: [ring.slice().reverse()]} | |
]; | |
} | |
function convexhull3d(points) { | |
var n = points.length; | |
if (n < 4) return []; // coplanar points | |
var t = points.slice(0, 3); | |
t.n = cross(subtract(t[1], t[0]), subtract(t[2], t[0])); | |
for (var i3 = 3; i3 < n && coplanar(t, points[i3]); ++i3); | |
if (i3 === n) return []; // coplanar points | |
var triangles = [], edgeByEnds = {}; | |
// First find a tetrahedron. | |
[[1, 2, i3, 0], [0, 2, 1, i3], [0, i3, 2, 1], [0, 1, i3, 2]].forEach(function(d) { | |
var t = orient(points, d, points[d[3]]); // also sets normal | |
t.edges = [ | |
edgeByEnds[d[0] + "," + d[1]] = new Edge(d[0], d[1]), | |
edgeByEnds[d[1] + "," + d[2]] = new Edge(d[1], d[2]), | |
edgeByEnds[d[2] + "," + d[0]] = new Edge(d[2], d[0]) | |
]; | |
triangles.push(t); | |
}); | |
for (var k in edgeByEnds) { | |
var edge = edgeByEnds[k], | |
ends = k.split(","); | |
edge.neighbour = edgeByEnds[ends.reverse().join(",")]; | |
} | |
for (var i = 3; i < n; ++i) { | |
if (i === i3) continue; | |
var p = points[i]; | |
var H = []; | |
for (var j = 0, m = triangles.length; j < m; ++j) { | |
var t = triangles[j]; | |
if (!t || !visible(t, p)) continue; | |
// remove edges of t | |
var e = t.edges; | |
e[0].remove(H), e[1].remove(H), e[2].remove(H); | |
triangles[j] = null; | |
} | |
edgeByEnds = {}; | |
for (var j = 0, m = H.length, e; j < m; ++j) { | |
if ((e = H[j]).removed) continue; | |
var t = [points[e.b], points[e.a], p]; | |
t.n = cross(subtract(t[1], t[0]), subtract(t[2], t[0])); | |
t.edges = [ | |
new Edge(e.b, e.a), | |
edgeByEnds[e.a + "," + i] = new Edge(e.a, i), | |
edgeByEnds[i + "," + e.b] = new Edge(i, e.b) | |
]; | |
(e.neighbour = t.edges[0]).neighbour = e; | |
triangles.push(t); | |
} | |
for (var k in edgeByEnds) { | |
var edge = edgeByEnds[k], | |
ends = k.split(","); | |
edge.neighbour = edgeByEnds[ends.reverse().join(",")]; | |
} | |
} | |
return triangles.filter(Boolean); | |
} | |
function circumcentre(t) { | |
var p0 = t[0], | |
p1 = t[1], | |
p2 = t[2], | |
n = t.n, | |
m2 = 1 / norm2(n), | |
m = Math.sqrt(m2), | |
radius = asin(.5 * m * norm(subtract(p0, p1)) * norm(subtract(p1, p2)) * norm(subtract(p2, p0))), | |
α = .5 * m2 * norm2(subtract(p1, p2)) * dot(subtract(p0, p1), subtract(p0, p2)), | |
β = .5 * m2 * norm2(subtract(p0, p2)) * dot(subtract(p1, p0), subtract(p1, p2)), | |
γ = .5 * m2 * norm2(subtract(p0, p1)) * dot(subtract(p2, p0), subtract(p2, p1)), | |
centre = [ | |
α * p0[0] + β * p1[0] + γ * p2[0], | |
α * p0[1] + β * p1[1] + γ * p2[1], | |
α * p0[2] + β * p1[2] + γ * p2[2] | |
], | |
k = norm2(centre); | |
if (k > ε) centre[0] *= (k = 1 / Math.sqrt(k)), centre[1] *= k, centre[2] *= k; | |
else n[0] *= m, n[1] *= m, n[2] *= m, centre = n; | |
if (!visible(t, centre)) centre[0] *= -1, centre[1] *= -1, centre[2] *= -1, radius = π - radius, centre.negative = true; | |
centre.radius = radius; | |
return centre; | |
} | |
function norm2(p) { return dot(p, p); } | |
function norm(p) { return Math.sqrt(norm2(p)); } | |
function dot(a, b) { | |
return a[0] * b[0] + a[1] * b[1] + a[2] * b[2]; | |
} | |
function cross(a, b) { | |
return [a[1] * b[2] - a[2] * b[1], | |
a[2] * b[0] - a[0] * b[2], | |
a[0] * b[1] - a[1] * b[0]]; | |
} | |
function subtract(a, b) { | |
return [a[0] - b[0], a[1] - b[1], a[2] - b[2]]; | |
} | |
function planeDistance(t, p) { | |
return dot(t.n, p) - dot(t.n, t[0]); | |
} | |
function visible(t, p) { | |
return dot(t.n, p) - dot(t.n, t[0]) > ε; | |
} | |
function coplanar(t, p) { | |
return Math.abs(dot(t.n, p) - dot(t.n, t[0])) < ε; | |
} | |
function asin(x) { | |
return Math.asin(Math.max(-1, Math.min(1, x))); | |
} | |
function spherical(cartesian) { | |
return [ | |
Math.atan2(cartesian[1], cartesian[0]) * degrees, | |
asin(cartesian[2]) * degrees | |
]; | |
} | |
function cartesian(spherical) { | |
var λ = spherical[0] * radians, | |
φ = spherical[1] * radians, | |
cosφ = Math.cos(φ); | |
return [ | |
cosφ * Math.cos(λ), | |
cosφ * Math.sin(λ), | |
Math.sin(φ) | |
]; | |
} | |
// Construct triangle from first three points, with last point behind. | |
function orient(points, d, p) { | |
var triangle = [points[d[0]], points[d[1]], points[d[2]]]; | |
triangle.n = cross(subtract(triangle[1], triangle[0]), subtract(triangle[2], triangle[0])); | |
if (visible(triangle, p)) { | |
triangle.reverse(); | |
var t = d[0]; | |
d[0] = d[2]; | |
d[2] = t; | |
triangle.n[0] *= -1, triangle.n[1] *= -1, triangle.n[2] *= -1; | |
} | |
return triangle; | |
} | |
function Edge(a, b) { | |
this.a = a; | |
this.b = b; | |
this.neighbour = this.prev = this.triangle = null; | |
this.removed = false; | |
} | |
Edge.prototype.remove = function(horizon) { | |
var neighbour = this.neighbour; | |
if (neighbour) { | |
horizon.push(neighbour); | |
neighbour.neighbour = null; | |
this.neighbour = null; | |
} | |
this.removed = true; | |
}; | |
function normalise(d) { | |
var m = 1 / norm(d); | |
d[0] *= m, d[1] *= m, d[2] *= m; | |
return d; | |
} | |
function angle(a, b) { | |
return Math.acos(dot(a, b) / (norm(a) * norm(b))); | |
} | |
})(); |
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<!DOCTYPE html> | |
<html> | |
<head> | |
<meta charset="utf-8"> | |
<title>US Urban Area Voronoi</title> | |
<link rel="stylesheet" href="./style.css"> | |
<script src="http://d3js.org/d3.v4.min.js"></script> | |
<script src="//d3js.org/d3-queue.v3.min.js"></script> | |
<script src="http://d3js.org/topojson.v1.min.js"></script> | |
<script src="./d3.geo.voronoi.js?1"></script> | |
</head> | |
<body> | |
<div id="map"></div> | |
<script> | |
var width = 960, | |
height = 500; | |
var projection = d3.geoAlbers() | |
.precision(0.1); | |
var path = d3.geoPath() | |
.projection(projection) | |
.pointRadius(1.5); | |
var svg = d3.selectAll("#map").append("svg") | |
.attr("width", width) | |
.attr("height", height); | |
var fill = d3.scaleOrdinal(d3.schemeCategory10); | |
d3.queue() | |
.defer(d3.json, "./us-10m.json") | |
.defer(d3.csv, "./top-50-metros.csv") | |
.await(ready); | |
function ready(error, us, capitals) { | |
if (error) { | |
console.log(error); | |
} | |
var defs = svg.append("defs"); | |
defs.append("path") | |
.datum(topojson.feature(us, us.objects.land)) | |
.attr("id", "land") | |
.attr("d", path); | |
defs.append("clipPath") | |
.attr("id", "clip") | |
.append("use") | |
.attr("xlink:href", "#land"); | |
svg.append("use") | |
.attr("xlink:href", "#land") | |
.attr("class", "land"); | |
var coordinates = capitals.map(function(d) { return [+d.longitude, +d.latitude]; }); | |
var voronoi = geoVoronoi(coordinates, geoDelaunay(coordinates)).geometries; | |
var g = svg.append("g").attr("clip-path", "url(#clip)"); | |
g.selectAll(".voronoi") | |
.data(voronoi) | |
.enter().append("path") | |
.attr("class", "voronoi") | |
.style("fill", function(d, i) { return fill(d.color = d3.max(d.neighbors, function(n) { return voronoi[n].color; }) + 1 | 0); }) | |
.attr("d", path) | |
.append("title") | |
.text(function(_, i) { | |
var d = capitals[i]; | |
return d.name + ", " + d.description; | |
}); | |
g.append("path") | |
.datum(topojson.mesh(us, us.objects.states, function(a, b) { return a !== b; })) | |
.attr("class", "states") | |
.attr("d", path); | |
g.selectAll(".voronoi-border") | |
.data(voronoi.map(function(cell) { | |
return {type: "LineString", coordinates: cell.coordinates[0]}; | |
})) | |
.enter().append("path") | |
.attr("class", "voronoi-border") | |
.attr("d", path); | |
svg.append("path") | |
.datum({type: "MultiPoint", coordinates: coordinates}) | |
.attr("class", "points") | |
.attr("d", path); | |
} | |
</script> | |
</body> | |
</html> |
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body { | |
font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; | |
width: 960px; | |
height: 500px; | |
position: relative; | |
} | |
canvas { | |
cursor: move; | |
} | |
path { | |
stroke-linejoin: round; | |
} | |
.voronoi-border { | |
stroke: #fff; | |
fill: none; | |
} | |
.points { | |
pointer-events: none; | |
} | |
.states { | |
stroke: #000; | |
fill: none; | |
} |
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name | description | latitude | longitude | |
---|---|---|---|---|
New York--Newark | NY--NJ--CT Urbanized Area | 40.718357 | -73.970221 | |
Los Angeles--Long Beach--Anaheim | CA Urbanized Area | 33.982668 | -118.104332 | |
Chicago | IL--IN Urbanized Area | 41.827126 | -87.895427 | |
Miami | FL Urbanized Area | 26.175616 | -80.231428 | |
Philadelphia | PA--NJ--DE--MD Urbanized Area | 39.973331 | -75.298163 | |
Dallas--Fort Worth--Arlington | TX Urbanized Area | 32.812727 | -96.972001 | |
Houston | TX Urbanized Area | 29.784308 | -95.393531 | |
Washington | DC--VA--MD Urbanized Area | 38.897222 | -77.189759 | |
Atlanta | GA Urbanized Area | 33.824102 | -84.331858 | |
Boston | MA--NH--RI Urbanized Area | 42.373132 | -71.140708 | |
Detroit | MI Urbanized Area | 42.489752 | -83.227211 | |
Phoenix--Mesa | AZ Urbanized Area | 33.494067 | -111.970041 | |
San Francisco--Oakland | CA Urbanized Area | 37.690191 | -122.128542 | |
Seattle | WA Urbanized Area | 47.468576 | -122.274888 | |
San Diego | CA Urbanized Area | 32.928728 | -117.128799 | |
Minneapolis--St. Paul | MN--WI Urbanized Area | 44.9783 | -93.28051 | |
Tampa--St. Petersburg | FL Urbanized Area | 28.006247 | -82.513188 | |
Denver--Aurora | CO Urbanized Area | 39.710774 | -104.955096 | |
Baltimore | MD Urbanized Area | 39.234099 | -76.64776 | |
St. Louis | MO--IL Urbanized Area | 38.630681 | -90.341011 | |
Riverside--San Bernardino | CA Urbanized Area | 33.985049 | -117.341972 | |
Las Vegas--Henderson | NV Urbanized Area | 36.134893 | -115.167218 | |
Portland | OR--WA Urbanized Area | 45.520404 | -122.651087 | |
Cleveland | OH Urbanized Area | 41.44323 | -81.608373 | |
San Antonio | TX Urbanized Area | 29.514979 | -98.475643 | |
Pittsburgh | PA Urbanized Area | 40.456928 | -79.950944 | |
Sacramento | CA Urbanized Area | 38.638578 | -121.324669 | |
San Jose | CA Urbanized Area | 37.329845 | -121.945145 | |
Cincinnati | OH--KY--IN Urbanized Area | 39.185505 | -84.462043 | |
Orlando | FL Urbanized Area | 28.584434 | -81.411184 | |
Kansas City | MO--KS Urbanized Area | 39.039792 | -94.594897 | |
Indianapolis | IN Urbanized Area | 39.811262 | -86.145521 | |
Virginia Beach | VA Urbanized Area | 36.908627 | -76.309596 | |
Austin | TX Urbanized Area | 30.358509 | -97.761515 | |
Milwaukee | WI Urbanized Area | 43.055674 | -88.100524 | |
Columbus | OH Urbanized Area | 40.021161 | -82.968532 | |
Charlotte | NC--SC Urbanized Area | 35.249654 | -80.815826 | |
Providence | RI--MA Urbanized Area | 41.776323 | -71.397401 | |
Jacksonville | FL Urbanized Area | 30.240149 | -81.642722 | |
Memphis | TN--MS--AR Urbanized Area | 35.095071 | -89.917857 | |
Salt Lake City--West Valley City | UT Urbanized Area | 40.638204 | -111.926483 | |
Nashville-Davidson | TN Urbanized Area | 36.128138 | -86.681006 | |
Louisville/Jefferson County | KY--IN Urbanized Area | 38.231406 | -85.674529 | |
Richmond | VA Urbanized Area | 37.477942 | -77.487983 | |
Buffalo | NY Urbanized Area | 42.92493 | -78.823675 | |
Hartford | CT Urbanized Area | 41.740122 | -72.69883 | |
Bridgeport--Stamford | CT--NY Urbanized Area | 41.135297 | -73.534005 | |
New Orleans | LA Urbanized Area | 29.954653 | -90.143683 | |
Raleigh | NC Urbanized Area | 35.765702 | -78.66551 | |
Oklahoma City | OK Urbanized Area | 35.504826 | -97.524305 | |
Tucson | AZ Urbanized Area | 32.254891 | -110.946141 | |
Urban Honolulu | HI Urbanized Area | 21.364556 | -157.939756 | |
El Paso | TX--NM Urbanized Area | 31.780239 | -106.389031 | |
Birmingham | AL Urbanized Area | 33.469107 | -86.791974 | |
Albuquerque | NM Urbanized Area | 35.141344 | -106.62889 | |
Omaha | NE--IA Urbanized Area | 41.234859 | -96.034641 | |
Dayton | OH Urbanized Area | 39.754825 | -84.16816 |
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{ | |
"type": "Topology", | |
"objects": { | |
"counties": { | |
"type": "GeometryCollection", | |
"bbox": [-179.1473399999999, 17.67439566600018, 179.7784800000003, 71.38921046500008], | |
"geometries": [{ | |
"type": "MultiPolygon", | |
"id": 53073, | |
"arcs": [[[0, 1, 2]]] | |
}, { | |
"type": "Polygon", | |
"id": 30105, | |
"arcs": [[3, 4, 5, 6, 7, 8]] | |
}, { | |
"type": "Polygon", | |
"id": 30029, | |
"arcs": [[9, 10, 11, 12, 13, 14, 15, 16, 17, 18]] | |
}, { | |
"type": "Polygon", | |
"id": 16021, | |
"arcs": [[19, 20, 21, 22]] | |
}, { | |
"type": "Polygon", | |
"id": 30071, | |
"arcs": [[-8, 23, 24, 25, 26, 27]] | |
}, { | |
"type": "Polygon", | |
"id": 38079, | |
"arcs": [[28, 29, 30, 31]] | |
}, { | |
"type": "Polygon", | |
"id": 30053, | |
"arcs": [[-18, 32, 33, -20, 34]] | |
}, { | |
"type": "Polygon", | |
"id": 38009, | |
"arcs": [[-30, 35, 36, 37, 38]] | |
}, { | |
"type": "Polygon", | |
"id": 30035, | |
"arcs": [[39, 40, -10, 41]] | |
}, { | |
"type": "Polygon", | |
"id": 30041, | |
"arcs": [[42, 43, 44, 45]] | |
}, { | |
"type": "Polygon", | |
"id": 30005, | |
"arcs": [[-27, 46, 47, -46, 48]] | |
}, { | |
"type": "Polygon", | |
"id": 30019, | |
"arcs": [[49, 50, -4, 51]] | |
}, { | |
"type": "Polygon", | |
"id": 38067, | |
"arcs": [[52, 53, 54, 55]] | |
}, { | |
"type": "Polygon", | |
"id": 27069, | |
"arcs": [[56, 57, -53, 58]] | |
}, { | |
"type": "Polygon", | |
"id": 38095, | |
"arcs": [[59, 60, 61, -32, 62, 63]] | |
}, { | |
"type": "Polygon", | |
"id": 38019, | |
"arcs": [[-55, 64, 65, -64, 66]] | |
}, { | |
"type": "Polygon", | |
"id": 53047, | |
"arcs": [[67, 68, 69, 70, 71, 72, -1, 73]] | |
}, { | |
"type": "Polygon", | |
"id": 53065, | |
"arcs": [[74, 75, 76, 77, 78]] | |
}, { | |
"type": "Polygon", | |
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