jsketcher/web/app/cad/sketch/sketchModel.ts
2023-03-12 16:17:32 -07:00

496 lines
11 KiB
TypeScript

import BrepCurve from 'geom/curves/brepCurve';
import NurbsCurve from 'geom/curves/nurbsCurve';
import {makeAngle0_360} from 'math/commons'
import {normalizeCurveEnds} from 'geom/impl/nurbs-ext';
import Vector from 'math/vector';
import CSys from "math/csys";
import {distanceAB} from "math/distance";
import {isCCW} from "geom/euclidean";
import {OCCCommandInterface} from "cad/craft/e0/occCommandInterface"
import flatten from 'lodash/flatten'
import {deg} from "sketcher/dxf";
export class SketchPrimitive {
id: string;
inverted: boolean;
construction: boolean = false;
constructor(id) {
this.id = id;
this.inverted = false;
}
invert() {
this.inverted = !this.inverted;
}
tessellate(resolution) {
return this.toNurbs(CSys.ORIGIN).tessellate(resolution);
// return brepCurve.impl.verb.tessellate().map(p => new Vector().set3(p) );
// const tessellation = this.tessellateImpl(resolution);
// if (this.inverted) {
// tessellation.reverse();
// }
// return tessellation;
}
get isCurve() {
return this.constructor.name !== 'Segment';
}
get isSegment() {
return !this.isCurve;
}
toNurbs(csys: CSys) {
let verbNurbs = this.toVerbNurbs(csys.outTransformation.apply, csys);
if (this.inverted) {
verbNurbs = verbNurbs.reverse();
}
const data = verbNurbs.asNurbs();
normalizeCurveEnds(data);
verbNurbs = new verb.geom.NurbsCurve(data);
return new BrepCurve(new NurbsCurve(verbNurbs));
}
toVerbNurbs(tr, csys): any {
throw 'not implemented'
}
tessellateImpl() {
throw 'not implemented'
}
toOCCGeometry(oci: OCCCommandInterface, underName: string, csys: CSys) {
const nurbs = this.toNurbs(csys);
const {
degree,
knots,
cp,
weights
} = (nurbs.impl as NurbsCurve).asCurveBSplineData();
const bspline = {
knots: [],
mults: [],
}
knots.forEach(knot => {
if (bspline.knots.length === 0 || bspline.knots[bspline.knots.length - 1] !== knot) {
bspline.knots.push(knot);
bspline.mults.push(1);
} else {
bspline.mults[bspline.mults.length - 1] += 1;
}
});
const args = [degree, bspline.knots.length];
bspline.knots.forEach((knot, i) => {
args.push(knot, bspline.mults[i]);
});
cp.forEach((p, i) => {
args.push(p[0], p[1], p[2], weights[i]);
});
oci.bsplinecurve(underName, ...args);
}
massiveness() {
return 50;
}
}
export class Segment extends SketchPrimitive {
a: Vector;
b: Vector;
constructor(id, a, b) {
super(id);
this.a = a;
this.b = b;
}
tessellate(resolution) {
return [this.a, this.b];
}
toVerbNurbs(tr) {
return new verb.geom.Line(tr(this.a).data(), tr(this.b).data());
}
toGenericForm() {
const endpoints = [
this.a, //from endpoint
this.b, //to endpoint
];
if (this.inverted) {
endpoints.reverse();
}
return endpoints
}
toOCCGeometry(oci: OCCCommandInterface, underName: string, csys: CSys) {
const genForm = this.toGenericForm().map(csys.outTransformation.apply);
const [A, B] = genForm;
oci.point(underName + "_A", A.x, A.y, A.z);
oci.point(underName + "_B", B.x, B.y, B.z);
oci.gcarc(underName, "seg", underName + "_A", underName + "_B")
}
tangentAtStart(): Vector {
return this.b.minus(this.a);
}
tangentAtEnd(): Vector {
return this.a.minus(this.b);
}
massiveness() {
return this.a.minus(this.b).length();
}
}
export class SketchPoint extends SketchPrimitive {
pt: Vector;
constructor(id, pt) {
super(id);
this.pt = pt;
}
tessellate(resolution) {
return [];
}
toVerbNurbs(tr) {
const a = tr(this.pt).data();
return new verb.geom.Line(a, a);
}
toGenericForm() {
return [this.pt];
}
toOCCGeometry(oci: OCCCommandInterface, underName: string, csys: CSys) {
throw 'unsupported';
}
tangentAtStart(): Vector {
throw 'unsupported';
}
tangentAtEnd(): Vector {
throw 'unsupported';
}
massiveness() {
return 0;
}
}
export class Arc extends SketchPrimitive {
a: Vector;
b: Vector;
c: Vector;
constructor(id, a, b, c) {
super(id);
this.a = a;
this.b = b;
this.c = c;
}
toVerbNurbs(tr, csys) {
const basisX = csys.x;
const basisY = csys.y;
const startAngle = makeAngle0_360(Math.atan2(this.a.y - this.c.y, this.a.x - this.c.x));
const endAngle = makeAngle0_360(Math.atan2(this.b.y - this.c.y, this.b.x - this.c.x));
let angle = endAngle - startAngle;
if (angle < 0) {
angle = Math.PI * 2 + angle;
}
function pointAtAngle(angle) {
const dx = basisX.multiply(Math.cos(angle));
const dy = basisY.multiply(Math.sin(angle));
return dx.plus(dy);
}
const xAxis = pointAtAngle(startAngle);
const yAxis = pointAtAngle(startAngle + Math.PI * 0.5);
const arc = new verb.geom.Arc(tr(this.c).data(), xAxis.data(), yAxis.data(), distanceAB(this.c, this.a), 0, Math.abs(angle));
return adjustEnds(arc, tr(this.a), tr(this.b))
}
toGenericForm() {
const endpoints = [this.a, this.b];
if (this.inverted) {
endpoints.reverse();
}
const [a, b] = endpoints;
const tangent = a.minus(this.c)._perpXY() //tangent vector
if (this.inverted) {
tangent._negate();
}
return [
a, //from endpoint
b, //to endpoint
tangent //tangent vector
]
}
toOCCGeometry(oci: OCCCommandInterface, underName: string, csys: CSys) {
const tr = csys.outTransformation.apply;
const s = this;
const a = tr(s.inverted ? s.b : s.a);
const b = tr(s.inverted ? s.a : s.b);
const c = tr(s.c);
const tangent = c.minus(a)._cross(csys.z);//._normalize();
if (s.inverted) {
tangent._negate();
}
const A_TAN = a.plus(tangent);
oci.point(underName + "_A", a.x, a.y, a.z);
oci.point(underName + "_B", b.x, b.y, b.z);
oci.point(underName + "_T1", a.x, a.y, a.z);
oci.point(underName + "_T2", A_TAN.x, A_TAN.y, A_TAN.z);
oci.gcarc(underName, "cir", underName + "_A", underName + "_T1", underName + "_T2", underName + "_B")
}
massiveness() {
return this.a.minus(this.b).length();
}
}
export class BezierCurve extends SketchPrimitive {
a: Vector;
b: Vector;
cp1: Vector;
cp2: Vector;
constructor(id, a, b, cp1, cp2) {
super(id);
this.a = a;
this.b = b;
this.cp1 = cp1;
this.cp2 = cp2;
}
toVerbNurbs(tr) {
return new verb.geom.BezierCurve([tr(this.a).data(), tr(this.cp1).data(), tr(this.cp2).data(), tr(this.b).data()], null);
}
toOCCGeometry(oci: OCCCommandInterface, underName: string, csys: CSys) {
const tr = csys.outTransformation.apply;
const poles = [this.a, this.cp1, this.cp2, this.b].map(tr);
if (this.inverted) {
poles.reverse();
}
oci.beziercurve(underName, poles.length, ...flatten(poles.map(p => p.data())))
}
massiveness() {
return this.a.minus(this.b).length();
}
}
export class EllipticalArc extends SketchPrimitive {
c: Vector;
rx: number;
ry: number;
rot: number
a: Vector;
b: Vector;
constructor(id, c, rx, ry, rot, a, b) {
super(id);
this.c = c;
this.rx = rx;
this.ry = ry;
this.rot = rot;
this.a = a;
this.b = b;
}
toVerbNurbs(tr, csys) {
const ax = Math.cos(this.rot);
const ay = Math.sin(this.rot);
const xAxis = new Vector(ax, ay)._multiply(this.rx);
const yAxis = new Vector(-ay, ax)._multiply(this.ry);
const startAngle = Math.atan2(this.a.y - this.c.y, this.a.x - this.c.x) - this.rot;
const endAngle = Math.atan2(this.b.y - this.c.y, this.b.x - this.c.x) - this.rot;
if (startAngle > endAngle) {
}
// let arc = new verb.geom.EllipseArc(tr(this.c).data(), tr(xAxis).data(), tr(yAxis).data(), startAngle, endAngle);
let arc = new verb.geom.EllipseArc(this.c.data(), xAxis.data(), yAxis.data(), startAngle, endAngle);
arc = arc.transform(csys.outTransformation.toArray());
return arc;
// return adjustEnds(arc, tr(this.a), tr(this.b))
}
massiveness() {
return Math.max(this.rx, this.ry);
}
}
export class Circle extends SketchPrimitive {
c: Vector;
r: number
constructor(id, c, r) {
super(id);
this.c = c;
this.r = r;
}
toVerbNurbs(tr, csys) {
const basisX = csys.x;
const basisY = csys.y;
return new verb.geom.Circle(tr(this.c).data(), basisX.data(), basisY.data(), this.r);
}
toOCCGeometry(oci: OCCCommandInterface, underName: string, csys: CSys) {
const C = csys.outTransformation.apply(this.c);
const DIR = csys.z;
oci.circle(underName, ...C.data(), ...DIR.data(), this.r);
}
massiveness() {
return this.r;
}
}
export class Ellipse extends SketchPrimitive {
c: Vector;
rx: number;
ry: number;
rot: number
constructor(id, c, rx, ry, rot) {
super(id);
this.c = c;
this.rx = rx;
this.ry = ry;
this.rot = rot;
}
toVerbNurbs(tr, csys) {
const ax = Math.cos(this.rot);
const ay = Math.sin(this.rot);
const xAxis = new Vector(ax, ay)._multiply(this.rx);
const yAxis = new Vector(-ay, ax)._multiply(this.ry);
const tr3x3 = csys.outTransformation3x3.apply;
return new verb.geom.Ellipse(tr(this.c).data(),
tr3x3(xAxis).data(),
tr3x3(yAxis).data());
}
massiveness() {
return Math.max(this.rx, this.ry);
}
}
export class Contour {
segments: SketchPrimitive[];
constructor() {
this.segments = [];
}
get id() {
return this.segments.reduce((prev, curr) => {
return prev.id.localeCompare(curr.id) < 0 ? prev : curr;
}).id;
}
add(obj) {
this.segments.push(obj);
}
tessellateInCoordinateSystem(csys) {
const out = [];
for (let segIdx = 0; segIdx < this.segments.length; ++segIdx) {
const segment = this.segments[segIdx];
segment.toNurbs(csys).tessellate().forEach(p => out.push(p));
out.pop();
}
return out;
}
transferInCoordinateSystem(csys) {
const cc = [];
for (let segIdx = 0; segIdx < this.segments.length; ++segIdx) {
const segment = this.segments[segIdx];
cc.push(segment.toNurbs(csys));
}
return cc;
}
tessellate() {
const tessellation = [];
for (const segment of this.segments) {
const segmentTessellation = segment.tessellate(segment.massiveness() * 0.1);
//skip last one because it's guaranteed to be closed
for (let i = 0; i < segmentTessellation.length - 1; ++i) {
tessellation.push(segmentTessellation[i]);
}
}
return tessellation;
}
isCCW() {
return isCCW(this.tessellate());
}
reverse() {
this.segments.reverse();
this.segments.forEach(s => s.invert());
}
}
function adjustEnds(arc, a, b) {
const data = arc.asNurbs();
function setHomoPoint(homoPoint, vector) {
homoPoint[0] = vector.x * homoPoint[3];
homoPoint[1] = vector.y * homoPoint[3];
homoPoint[2] = vector.z * homoPoint[3];
}
setHomoPoint(data.controlPoints[0], a);
setHomoPoint(data.controlPoints[data.controlPoints.length - 1], b);
return new verb.geom.NurbsCurve(data);
}