mirror of
https://github.com/Pomax/BezierInfo-2.git
synced 2025-08-16 13:44:31 +02:00
106 lines
2.2 KiB
JavaScript
106 lines
2.2 KiB
JavaScript
let curve;
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setup(api) {
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curve = Bezier.defaultCubic(this);
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setMovable(curve.points);
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setSlider(`.slide-control`, `steps`, 8);
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}
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draw() {
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clear();
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curve.drawSkeleton();
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curve.drawCurve();
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curve.drawPoints();
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let w = this.width/3;
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let h = this.height;
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let len = curve.length();
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setStroke(`black`);
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translate(w,0);
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line(0, 0, 0, h);
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scale(0.85);
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translate(30,30);
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// This first part is the same as the previous graphic
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setFill(`black`);
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drawAxes("t", 0, 1, "d", 0, len|0, w, h);
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let LUT = this.plotDistanceFunction(w, h, len);
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// but this part is new.
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this.drawPlotIntervals(w, h, LUT);
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resetTransform();
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translate(2*w,0);
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line(0, 0, 0, h);
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this.drawCurveIntervals(LUT);
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}
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plotDistanceFunction(w, h, len) {
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noFill();
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let LUT = curve.getLUT(this.steps * 10);
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let d = LUT[0].d = 0;
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LUT[0].t = 0;
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start();
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vertex(0,0);
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for(let i=1, e=LUT.length-1, p1, p2; i<=e; i++) {
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p1 = LUT[i-1];
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p2 = LUT[i];
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d += dist(p1.x, p1.y, p2.x, p2.y);
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vertex(
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map(i, 0, e, 0, w),
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map(d, 0, len, 0, h)
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);
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p2.d = d;
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p2.t = i/e;
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}
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end();
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return LUT;
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}
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drawPlotIntervals(w, h, LUT) {
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noFill();
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setStroke(`grey`);
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let dlen = LUT.slice(-1)[0].d;
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let pos = 0;
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for(let i=0, e=this.steps; i<=e; i++) {
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// get our closest known coordinate
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let targetDistance = i/e * dlen;
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while(LUT[pos].d < targetDistance) pos++;
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// then we can either refine this to get a more exact
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// associated `t`, but really, there's no reason to if
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// we care about integer coordinates...
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let l = LUT[pos];
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let x = map(pos, 0, LUT.length-1, 0, w);
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let y = map(l.d, 0, dlen, 0, h);
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line(0,y,x,y);
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line(x,0,x,y);
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}
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}
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drawCurveIntervals(LUT) {
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noFill();
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setStroke(`red`);
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let dlen = LUT.slice(-1)[0].d;
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let lastpos = 0, pos = 0;
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for(let i=0, e=this.steps; i<=e; i++) {
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let targetDistance = i/e * dlen;
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while(LUT[pos].d < targetDistance) pos++;
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setStroke(randomColor() );
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start();
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for(let j=lastpos; j<=pos; j++) vertex(LUT[j].x, LUT[j].y);
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lastpos = pos;
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end();
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let p = curve.get(LUT[pos].t);
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setStroke(`black`);
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circle(p.x, p.y, 1);
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}
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}
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