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HTML: D3: Projections ... my 1st experiment

This is a simple example to test and visualise the different possible projections of D3.

Descriptions on the projections can be found here:

	* [Geo Projections](https://github.com/mbostock/d3/wiki/Geo-Projections)

See also:

	* [Maps by Jason Davies](http://www.jasondavies.com/maps/)
	* [Shows how to implement transitions with changing data Im about to solve this problem!!!](http://mbostock.github.io/d3/tutorial/bar-2.html)<a class="myLinks" href="" target="_blank">
<!DOCTYPE html>
<!-- http://bost.ocks.org/mike/map/
-->
<meta charset="utf-8">
<title>Testing D3 projections</title>
<link rel="stylesheet" href="../static/myStyles.css" />
<link rel="stylesheet" href="static/myStyles.css" />
<style>
text {
font-family: "Helvetica Neue", Helvetica, Arial, sans-serif;
font-size: 20px;
pointer-events: none;
}
.graticule {
fill: none;
stroke: #777;
}
.boundary {
fill: #ccc;
fill-opacity: .8;
stroke: #000;
}
</style>
<body>
<script src="http://d3js.org/d3.v3.min.js"></script>
<script src="http://d3js.org/topojson.v0.min.js"></script>
<script src="http://d3js.org/d3.geo.projection.v0.min.js"></script>
<script src="http://mourner.github.io/simplify-js/simplify.js"></script>
Select a projection
<div id=tester></div>
<script>
var menu = d3.select("#tester").append("form").attr("name","projForm");
var select = menu.append("select").attr("name","myProjDropDown").attr("onChange","show(value)");
var content = ["conicEquidistant","equirectangular","mercator","albersUsa","azimuthalEqualArea","conicConformal","orthographic","azimuthalEquidistant","conicEqualArea","gnomonic","stereographic","transverseMercator","albers"];
select.selectAll("option").data(content).enter()
.append("option").attr("value",function(d){return d;}).text(function(d){return d;});
var width = 960,
height = 500;
var graticule = d3.geo.graticule()
.extent([[-180, -90], [180, 90]])
.step([5, 10]);
var svg = d3.select("body").append("svg")
.attr("width", width)
.attr("height", height);
var info = svg.append("text").attr('x',width/2).attr('y',height/2).text('Loading...')
var geometries = svg.append('g');
var graticules = svg.append('g');
var global_topo,
gratics = graticules.append("path")
.datum(graticule).attr("class", "graticule"),
init = true;
var path = d3.geo.path();
d3.json("ne_50m_admin0_topo.json", function(error, topo) {
global_topo = topojson.object(topo, topo.objects.ne_50m_admin0).geometries;
global_topo.forEach(function(geometry){
//console.log(geometry)
if(geometry.type=='Polygon'){
geometry.coordinates = readPolygon(geometry.coordinates)
}
else if(geometry.type=='MultiPolygon'){
geometry.coordinates = geometry.coordinates.map(function(polygon){return readPolygon(polygon)})
}
function readPolygon(poly){
return poly.map(function(d){
var dObject = pointsConversion(d, 'toObject');
var dObjectSimple = simplify(dObject,0.1,false)
return pointsConversion(dObjectSimple, 'toArray');
})
}
})
show("conicEquidistant");
info.remove();
});
function pointsConversion(points, direction){
var cache;
if(direction=='toObject'){
cache = points.map(function(point){return {'y':point[0],'x':point[1]}});
}
else if(direction=='toArray'){
cache = points.map(function(point){return [point.y,point.x]});
}
return cache;
}
function show(proj){
var projection;
switch (proj) {
case "conicEquidistant": {projection = d3.geo.conicEquidistant();break;}
case "equirectangular": {projection = d3.geo.equirectangular();break;}
case "mercator": {projection = d3.geo.mercator();break;}
case "albersUsa": {projection = d3.geo.albersUsa();break;}
case "azimuthalEqualArea": {projection = d3.geo.azimuthalEqualArea();break;}
case "conicConformal": {projection = d3.geo.conicConformal();break;}
case "orthographic": {projection = d3.geo.orthographic();break;}
case "azimuthalEquidistant": {projection = d3.geo.azimuthalEquidistant();break;}
case "conicEqualArea": {projection = d3.geo.conicEqualArea();break;}
case "gnomonic": {projection = d3.geo.gnomonic();break;}
case "stereographic": {projection = d3.geo.stereographic();break;}
case "transverseMercator": {projection = d3.geo.transverseMercator();break;}
case "albers": {projection = d3.geo.albers();break;}
}
path.projection(projection);
gratics.transition().duration(1000).attr("d", path);
var geoms = geometries.selectAll("path")
.data(global_topo, function(d) { return d.coordinates; })
geoms.transition().duration(2000).attr("d", path)
geoms.enter()
.append("path")
.attr("class", "boundary")
.transition().duration(2000)
.attr("d", path);
geoms.exit().remove();
}
</script>
</body>
Display the source blob
Display the rendered blob
Raw
{"type":"Topology","transform":{"scale":[0.036003600360036005,0.017361589674592462],"translate":[-180,-89.99892578124998]},"objects":{"ne_50m_admin0":{"type":"GeometryCollection","geometries":[{"type":"Polygon","arcs":[[0]],"id":103065},{"type":"Polygon","arcs":[[1,2,3,4,5,6]],"id":28400000},{"type":"MultiPolygon","arcs":[[[7,8,9,10]],[[11,12,13]]],"id":12799293},{"type":"Polygon","arcs":[[14]],"id":14436},{"type":"Polygon","arcs":[[15,16,17,18,19]],"id":3639453},{"type":"MultiPolygon","arcs":[[[20]],[[21]],[[22]]],"id":27153},{"type":"Polygon","arcs":[[23,24]],"id":83888},{"type":"MultiPolygon","arcs":[[[25]],[[26]],[[27]],[[28]],[[29,30,31,32,33],[34]]],"id":4798491},{"type":"MultiPolygon","arcs":[[[35]],[[36,37]],[[38]],[[39,40,41,42,43,44]]],"id":40913584},{"type":"MultiPolygon","arcs":[[[45]],[[46,47,48,49,50],[51]]],"id":2967004},{"type":"Polygon","arcs":[[52]],"id":65628},{"type":"MultiPolygon","arcs":[[[53]],[[54]],[[55]],[[56]],[[57]],[[58]],[[59]],[[60]],[[61]],[[62]],[[63]],[[64]],[[65]],[[66]],[[67]],[[68]],[[69]],[[70]],[[71]],[[72]],[[73]],[[74]],[[75]],[[76]],[[77]],[[78]],[[79]],[[80]],[[81]],[[82]],[[83]],[[84]],[[85]],[[86]],[[87]],[[88]],[[89]],[[90]],[[91]],[[92]],[[93]],[[94]],[[95]],[[96]],[[97]],[[98]],[[99]],[[100]],[[101]],[[102]],[[103]],[[104]],[[105]],[[106]],[[107]],[[108]],[[109]],[[110]],[[111]],[[112]],[[113]],[[114]],[[115]],[[116]],[[117]],[[118]],[[119]],[[120]],[[121]],[[122]],[[123]],[[124]],[[125]],[[126]],[[127]],[[128]],[[129]],[[130]],[[131]],[[132]],[[133]],[[134]],[[135]],[[136]],[[137]],[[138]],[[139]],[[140]],[[141]],[[142]],[[143]],[[144]],[[145]],[[146]],[[147]],[[148]],[[149]],[[150]],[[151]],[[152]],[[153]],[[154]],[[155]],[[156]],[[157]],[[158]],[[159]],[[160]]],"id":3802},{"type":null,"id":-99},{"type":"MultiPolygon","arcs":[[[162]],[[163]],[[164]]],"id":140},{"type":"MultiPolygon","arcs":[[[165]],[[166]]],"id":85632},{"type":"MultiPolygon","arcs":[[[167]],[[168]],[[169]],[[170]],[[171]],[[172]],[[173]],[[174]],[[175]],[[176]],[[177]],[[178]],[[179]],[[180]],[[181]],[[182]],[[183]],[[184]],[[185]],[[186]],[[187]],[[188]],[[189]],[[190]],[[191]],[[192]],[[193]],[[194]],[[195]],[[196]],[[197]],[[198]],[[199]],[[200]],[[201]],[[202]],[[203]],[[204]],[[205]],[[206]],[[207]],[[208]]],"id":21262641},{"type":"Polygon","arcs":[[209,210,211,212,213,214,215,216,217]],"id":8210281},{"type":"MultiPolygon","arcs":[[[218,219,-48]],[[-52]],[[220,-51,221,222,223],[-46]]],"id":8238672},{"type":"Polygon","arcs":[[224,225,226]],"id":8988091},{"type":"Polygon","arcs":[[227,228,229,230,231,232,233]],"id":10414336},{"type":"Polygon","arcs":[[234,235,236,237,238]],"id":8791832},{"type":"Polygon","arcs":[[-236,239,240,241,242,243]],"id":15746232},{"type":"MultiPolygon","arcs":[[[244]],[[245]],[[246]],[[247]],[[248]],[[249]],[[250,251,252,253]]],"id":156050883},{"type":"Polygon","arcs":[[254,255,256,257,258,259]],"id":7204687},{"type":"Polygon","arcs":[[260]],"id":727785},{"type":"MultiPolygon","arcs":[[[261]],[[262]],[[263]],[[264]],[[265]],[[266]],[[267]],[[268]],[[269]],[[270]],[[271]],[[272]],[[273]],[[274]],[[275]]],"id":309156},{"type":"Polygon","arcs":[[276,277,278,279,280]],"id":4613414},{"type":"Polygon","arcs":[[281]],"id":7448},{"type":"Polygon","arcs":[[282,283,284,285,286]],"id":9648533},{"type":"MultiPolygon","arcs":[[[287]],[[288]],[[289,290,291]]],"id":307899},{"type":"Polygon","arcs":[[292]],"id":67837},{"type":"Polygon","arcs":[[-45,293,294,295,296]],"id":9775246},{"type":"MultiPolygon","arcs":[[[297]],[[298]],[[299]],[[300]],[[301]],[[302]],[[303]],[[304]],[[305]],[[306]],[[307]],[[308]],[[309]],[[310]],[[311]],[[312]],[[313,314,315,316,-41,317,-296,318,319,320,321]]],"id":198739269},{"type":"Polygon","arcs":[[322]],"id":284589},{"type":"MultiPolygon","arcs":[[[323]],[[324,325]]],"id":388190},{"type":"Polygon","arcs":[[326,327]],"id":691141},{"type":"Polygon","arcs":[[328,329,330]],"id":1990876},{"type":"Polygon","arcs":[[331,332,333,334,335,336]],"id":4511488},{"type":"MultiPolygon","arcs":[[[337]],[[338]],[[339]],[[340]],[[341]],[[342]],[[343]],[[344]],[[345]],[[346]],[[347]],[[348]],[[349]],[[350]],[[351]],[[352,353]],[[354]],[[355]],[[356]],[[357]],[[358]],[[359]],[[360]],[[361]],[[362]],[[363]],[[364]],[[365]],[[366]],[[367]],[[368]],[[369]],[[370]],[[371]],[[372]],[[373]],[[374]],[[375]],[[376]],[[377]],[[378]],[[379]],[[380]],[[381,382]],[[383]],[[384]],[[385]],[[386]],[[387]],[[388]],[[389]],[[390]],[[391]],[[392]],[[393]],[[394]],[[395]],[[396]],[[397]],[[398]],[[399]],[[400]],[[401]],[[402]],[[403]],[[404]],[[405]],[[406]],[[407]],[[408]],[[409]],[[410]],[[411]],[[412]],[[413]],[[414]],[[415]],[[416]],[[417]],[[418]],[[419]],[[420]],[[421]],[[422]],[[423]],[[424]],[[425]],[[426]],[[427]],[[428]],[[429]],[[430]],[[431]],[[432]],[[433]],[[434]],[[435]],[[436]],[[437]],[[438]],[[439,440,441,442]],[[443]],[[444]],[[445]],[[446]],[[447]],[[448]],[[449]],[[450]],[[451]],[[452]],[[453]],[[454]],[[455]],[[456]],[[457]],[[458]],[[459]],[[460]],[[461]],[[462]],[[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