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Dynamic Simplification III
Raw
.block
license: gpl-3.0
Raw
README.md

A variation of the dynamic simplification demonstration using a filled polygon rather than a stroked mesh. As a result, the effect of simplification is almost imperceptible during zooming. Aside from the fluid framerate achieved by faster rendering, of course!

Raw
index.html
<!DOCTYPE html>
<meta charset="utf-8">
<body>
<script src="//d3js.org/d3.v3.min.js"></script>
<script src="//d3js.org/topojson.v1.min.js"></script>
<script>
var width = 960,
height = 500;
var chesapeake = [-75.959, 38.250];
var scale,
translate,
area; // minimum area threshold for simplification
var clip = d3.geo.clipExtent()
.extent([[0, 0], [width, height]]);
var simplify = d3.geo.transform({
point: function(x, y, z) {
if (z >= area) this.stream.point(x * scale + translate[0], y * scale + translate[1]);
}
});
var zoom = d3.behavior.zoom()
.size([width, height])
.on("zoom", zoomed);
// This projection is baked into the TopoJSON file,
// but is used here to compute the desired zoom translate.
var projection = d3.geo.mercator()
.translate([0, 0])
.scale(4000)
.precision(0);
var canvas = d3.select("body").append("canvas")
.attr("width", width)
.attr("height", height);
var context = canvas.node().getContext("2d");
var path = d3.geo.path()
.projection({stream: function(s) { return simplify.stream(clip.stream(s)); }})
.context(context);
d3.json("us.json", function(error, json) {
if (error) throw error;
canvas
.datum(topojson.feature(topojson.presimplify(json), json.objects.land))
.call(zoomTo(chesapeake, 0.05).event)
.transition()
.duration(5000)
.each(jump);
});
function zoomTo(location, scale) {
var point = projection(location);
return zoom
.translate([width / 2 - point[0] * scale, height / 2 - point[1] * scale])
.scale(scale);
}
function zoomed(d) {
translate = zoom.translate();
scale = zoom.scale();
area = 1 / scale / scale;
context.clearRect(0, 0, width, height);
context.beginPath();
path(d);
context.fill();
}
function jump() {
var t = d3.select(this);
(function repeat() {
t = t.transition()
.call(zoomTo(chesapeake, 1.25).event)
.transition()
.call(zoomTo(chesapeake, 0.05).event)
.each("end", repeat);
})();
}
</script>
Display the source blob
Display the rendered blob
Raw
us.json
{"type":"Topology","transform":{"scale":[0.2505799989770846,0.05981249429147164],"translate":[-12506.84371678273,-7235.143282888793]},"objects":{"land":{"type":"MultiPolygon","arcs":[[[0]],[[1]],[[2]],[[3]],[[4]],[[5]],[[6]],[[7]],[[8]],[[9,10]],[[11,12]],[[13]],[[14]],[[15]],[[16]],[[17]],[[18,19]],[[20]],[[21]],[[22]],[[23]],[[24]],[[25]],[[26,27,28,29]],[[30,31,32,33,34,35,36,37,38,39,40]],[[41,42,-40]],[[43,44,-46,46,47,48]],[[49,50,51,52,53,-55,55,56]],[[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]],[[-99,101,102,103]],[[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,-142,150,151,152,153,154,155]],[[156]],[[157,158]],[[159]],[[160]],[[161]],[[162]],[[163]],[[164]],[[165,166]],[[167]],[[168]],[[169,170,171,172,173]],[[174,175,176,177,178]],[[179,-172,180,181,182]],[[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]],[[209]],[[210,211,212]],[[213]],[[214,215,216]],[[217,218,219]],[[220,221,222]],[[223,224,225,226]],[[227]],[[228,229,230,231,232,-234,234,235]],[[236]],[[237]],[[238]],[[239]],[[240]],[[241,242,243]],[[244]],[[245]],[[246]],[[247,248]],[[249,250,251,252,253,254,255,256]],[[257]],[[258]],[[259]],[[260]],[[261]],[[262]],[[263]],[[264]],[[265]],[[266]],[[267,268]],[[269]],[[270]],[[271,272,273]],[[274]],[[275]],[[276]],[[277]],[[278]],[[279]],[[280]],[[281]],[[282]],[[283]],[[284]],[[285]],[[286]],[[287]],[[288]],[[289]],[[290]],[[291]],[[292]],[[293]],[[294]],[[295]],[[296]],[[297]],[[298]],[[299]],[[300]],[[301]],[[302,303]],[[304]],[[305]],[[306]],[[307]],[[308,309,310,311,312,313,314,315,316,317,318,319]],[[320]],[[321]],[[322]],[[323]],[[324]],[[325]],[[326]],[[327]],[[328]],[[329]],[[330]],[[331]],[[332]],[[333]],[[334]],[[335]],[[336]],[[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,-367,372,-369,373]],[[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]],[[-462,463,464]],[[465]],[[466]],[[467]],[[468]],[[469]],[[470]],[[471]],[[472]],[[473]],[[474]],[[475]],[[476]],[[477,478]],[[479]],[[480]],[[481]],[[482]],[[483]],[[484]],[[485,486]],[[487]],[[488]],[[489]],[[490]],[[491]],[[492]],[[493]],[[494]],[[495,496,497]],[[498,499]],[[500,-500]],[[501]],[[502]],[[503]],[[504]],[[505]],[[506]],[[507]],[[508]],[[509]],[[510]],[[511]],[[512]],[[513]],[[514]],[[515]],[[516]],[[517,518,519]],[[520]],[[521]],[[522]],[[523]],[[524]],[[525]],[[526]],[[527]],[[528]],[[529]],[[530]],[[531]],[[532]],[[533]],[[534]],[[535]],[[536]],[[537]],[[538]],[[539]],[[540]],[[541]],[[542]],[[543]],[[544]],[[545]],[[546]],[[547]],[[548]],[[549]],[[550]],[[551]],[[552]],[[553,554]],[[555]],[[556]],[[557]],[[558]],[[559,560]],[[561]],[[562]],[[563,564,565,566]],[[567,-565]],[[568,569,570]],[[571]],[[572]],[[573]],[[574]],[[575]],[[576]],[[577,578]],[[579]],[[580,-579]],[[581]],[[582]],[[583,584]],[[585]],[[586]],[[587]],[[588,589,590,591,592,593,594,595]],[[596]],[[597]],[[598]],[[599]],[[600]],[[601]],[[602]],[[603]],[[604]],[[605]],[[606]],[[607]],[[608]],[[609]],[[610]],[[611]],[[612]],[[613]],[[614]],[[615]],[[616]],[[617]],[[618]],[[619]],[[620]],[[621]],[[622]],[[623]],[[624]],[[625]],[[626]],[[627]],[[628]],[[629]],[[630]],[[631]],[[632]],[[633]],[[634]],[[635,636,637,638]],[[639]],[[640]],[[641]],[[642]],[[643]],[[644]],[[645]],[[646]],[[647]],[[648]],[[649]],[[650]],[[651,-653,653]],[[654]],[[655]],[[656]],[[657]],[[658,659,660,661,662]],[[663,-661,664,665,666]],[[667]],[[668]],[[669]],[[670]],[[671]],[[672]],[[673]],[[674]],[[675]],[[676]],[[677]],[[678]],[[679]],[[680]],[[681]],[[682]],[[683]],[[684]],[[685]],[[686]],[[687]],[[688]],[[689]],[[690]],[[691]],[[692]],[[693]],[[694]],[[695]],[[696,697]],[[698]],[[699,700]],[[701]],[[702]],[[703]],[[704]],[[705]],[[706]],[[707]],[[708]],[[709]],[[710]],[[711]],[[712]],[[713]],[[714]],[[715]],[[716]],[[717]],[[718]],[[719]],[[720]],[[721,722]],[[723]],[[724]],[[725]],[[726]],[[727]],[[728]],[[729]],[[730]],[[731]],[[732]],[[733]],[[734]],[[735]],[[736]],[[737]],[[738]],[[739]],[[740]],[[741]],[[742]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