progress toward complex/nested loops/patches
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2 changed files with 165 additions and 6 deletions
105
src/mesh/geom.js
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105
src/mesh/geom.js
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/** Copyright Stewart Allen <sa@grid.space> -- All Rights Reserved */
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"use strict";
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(function() {
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// dep: ext.three
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// dep: ext.three-bgu
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gapp.register("mesh.geom", [
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"moto.license", // dep: moto.license
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"add.array", // dep: add.array
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]);
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let mesh = self.mesh = self.mesh || {};
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if (mesh.geom) return;
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let { Matrix4, Matrix3, Vector3, Box3 } = THREE;
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// geometry helper functions
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let geom = mesh.geom = {
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// given a closed polyline as an expanded point array
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// return enclosed area with sign indicating winding order
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areaSigned(points, axes = 3) {
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let area = 0;
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let len = points.length;
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for (let p1, p2, pi = 0; pi < len; ) {
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p1 = points.slice(pi, pi + axes);
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pi += axes;
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p2 = pi < len - axes ?
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points.slice(pi, pi + axes) :
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points.slice(0, axes);
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area += (p2[0] - p1[0]) * (p2[1] + p1[1]);
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}
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return area / 2;
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},
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// returns an unsigned area generally more useful for comparison
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area(points) {
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return Math.abs(geom.areaSigned(points));
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},
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// given an expanded point array, return bounds
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bounds(points, axes = 3) {
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let box = new Box3();
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let p3 = new Vector3();
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for (let p, pi = 0, len = points.length; pi < len; pi += axes) {
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box.expandByPoint(p3.fromArray(points, pi));
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}
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return box;
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},
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// given two nest loop records, determine if
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// inner is completely inside outer without overlap
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isInside(outer, inner) {
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return outer.bounds.containsBox(inner.bounds);
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},
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// given an array of closed polyline arrays, determine parentage
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nest(loops) {
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// create record per loop
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let recs = loops.map(points => {
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return {
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points,
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area: 0,
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depth: 0,
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inner: [],
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bounds: geom.bounds(points)
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}
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});
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// sort loops by area ascending and cache loop area
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recs = recs.sort((a,b) => {
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a.area = a.area || geom.areaSigned(a.points);
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b.area = b.area || geom.areaSigned(b.points);
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return Math.abs(a.area) - Math.abs(b.area);
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});
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// deep nesting
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let count = recs.length;
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outer: for (let i = 0; i < count - 1; i++) {
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let child = recs[i];
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for (let j = i + 1; j < count; j++) {
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let parent = recs[j];
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if (geom.isInside(parent, child)) {
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child.parent = parent;
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parent.inner.push(child);
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break outer;
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}
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}
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}
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// calculate inner depth (steps from topmost)
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// let inners = recs.filter(r => r.parent);
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for (let rec of recs) {
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for (let p = rec.parent, d = 0; p ; p = p.parent) {
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rec.depth++;
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}
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}
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return recs;
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}
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};
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})();
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