sajaniemi_variable_dataset_large / code /validation /JavaScript /0016676_QuadraticBezierCurve3.tests.js
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/* global QUnit */
import { QuadraticBezierCurve3 } from '../../../../../src/extras/curves/QuadraticBezierCurve3';
import { Vector3 } from '../../../../../src/math/Vector3';
export default QUnit.module( 'Extras', () => {
QUnit.module( 'Curves', () => {
QUnit.module( 'QuadraticBezierCurve3', ( hooks ) => {
let _curve = undefined;
hooks.before( function () {
_curve = new QuadraticBezierCurve3(
new Vector3( - 10, 0, 2 ),
new Vector3( 20, 15, - 5 ),
new Vector3( 10, 0, 10 )
);
} );
// INHERITANCE
QUnit.todo( 'Extending', ( assert ) => {
assert.ok( false, 'everything\'s gonna be alright' );
} );
// INSTANCING
QUnit.todo( 'Instancing', ( assert ) => {
assert.ok( false, 'everything\'s gonna be alright' );
} );
// PUBLIC STUFF
QUnit.todo( 'isQuadraticBezierCurve3', ( assert ) => {
assert.ok( false, 'everything\'s gonna be alright' );
} );
QUnit.todo( 'getPoint', ( assert ) => {
assert.ok( false, 'everything\'s gonna be alright' );
} );
// OTHERS
QUnit.test( 'Simple curve', ( assert ) => {
var curve = _curve;
var expectedPoints = [
new Vector3( - 10, 0, 2 ),
new Vector3( 2.5, 5.625, - 0.125 ),
new Vector3( 10, 7.5, 0.5 ),
new Vector3( 12.5, 5.625, 3.875 ),
new Vector3( 10, 0, 10 )
];
var points = curve.getPoints( expectedPoints.length - 1 );
assert.strictEqual( points.length, expectedPoints.length, 'Correct number of points' );
assert.deepEqual( points, expectedPoints, 'Correct points calculated' );
// symmetry
var curveRev = new QuadraticBezierCurve3(
curve.v2, curve.v1, curve.v0
);
points = curveRev.getPoints( expectedPoints.length - 1 );
assert.strictEqual( points.length, expectedPoints.length, 'Reversed: Correct number of points' );
assert.deepEqual( points, expectedPoints.reverse(), 'Reversed: Correct points curve' );
} );
QUnit.test( 'getLength/getLengths', ( assert ) => {
var curve = _curve;
var length = curve.getLength();
var expectedLength = 35.47294274967861;
assert.numEqual( length, expectedLength, 'Correct length of curve' );
var expectedLengths = [
0,
13.871057998581074,
21.62710402732536,
26.226696400568883,
34.91037361704809
];
var lengths = curve.getLengths( expectedLengths.length - 1 );
assert.strictEqual( lengths.length, expectedLengths.length, 'Correct number of segments' );
lengths.forEach( function ( segment, i ) {
assert.numEqual( segment, expectedLengths[ i ], 'segment[' + i + '] correct' );
} );
} );
QUnit.test( 'getPointAt', ( assert ) => {
var curve = _curve;
var expectedPoints = [
new Vector3( - 10, 0, 2 ),
new Vector3( - 0.4981634504454243, 4.427089043881476, 0.19308849757196012 ),
new Vector3( 6.149415812887238, 6.838853310980195, - 0.20278120208668637 ),
new Vector3( 10, 0, 10 )
];
var points = [
curve.getPointAt( 0, new Vector3() ),
curve.getPointAt( 0.3, new Vector3() ),
curve.getPointAt( 0.5, new Vector3() ),
curve.getPointAt( 1, new Vector3() )
];
assert.deepEqual( points, expectedPoints, 'Correct points' );
} );
QUnit.test( 'getTangent/getTangentAt', ( assert ) => {
var curve = _curve;
var expectedTangents = [
new Vector3( 0.8755715084258769, 0.4377711603816079, - 0.2042815331129452 ),
new Vector3( 0.9340289249885844, 0.3502608468707904, - 0.07005216937416067 ),
new Vector3( 0.9284766908853163, 0, 0.37139067635396156 ),
new Vector3( - 3.669031233375946e-13, - 0.6196442885791218, 0.7848827655333463 ),
new Vector3( - 0.4263618889888853, - 0.6396068005601663, 0.6396238584473043 )
];
var tangents = [
curve.getTangent( 0, new Vector3() ),
curve.getTangent( 0.25, new Vector3() ),
curve.getTangent( 0.5, new Vector3() ),
curve.getTangent( 0.75, new Vector3() ),
curve.getTangent( 1, new Vector3() )
];
expectedTangents.forEach( function ( exp, i ) {
var tangent = tangents[ i ];
assert.numEqual( tangent.x, exp.x, 'getTangent #' + i + ': x correct' );
assert.numEqual( tangent.y, exp.y, 'getTangent #' + i + ': y correct' );
} );
//
expectedTangents = [
new Vector3( 0.8755715084258769, 0.4377711603816079, - 0.2042815331129452 ),
new Vector3( 0.9060725703490549, 0.3984742932857448, - 0.14230507668907377 ),
new Vector3( 0.9621604167456882, 0.2688562845452628, 0.044312872940942424 ),
new Vector3( 0.016586454041780826, - 0.6163270940470614, 0.7873155674098058 ),
new Vector3( - 0.4263618889888853, - 0.6396068005601663, 0.6396238584473043 )
];
tangents = [
curve.getTangentAt( 0, new Vector3() ),
curve.getTangentAt( 0.25, new Vector3() ),
curve.getTangentAt( 0.5, new Vector3() ),
curve.getTangentAt( 0.75, new Vector3() ),
curve.getTangentAt( 1, new Vector3() )
];
expectedTangents.forEach( function ( exp, i ) {
var tangent = tangents[ i ];
assert.numEqual( tangent.x, exp.x, 'getTangentAt #' + i + ': x correct' );
assert.numEqual( tangent.y, exp.y, 'getTangentAt #' + i + ': y correct' );
} );
} );
QUnit.test( 'getUtoTmapping', ( assert ) => {
var curve = _curve;
var start = curve.getUtoTmapping( 0, 0 );
var end = curve.getUtoTmapping( 0, curve.getLength() );
var somewhere = curve.getUtoTmapping( 0.5, 1 );
var expectedSomewhere = 0.014760890927167196;
assert.strictEqual( start, 0, 'getUtoTmapping( 0, 0 ) is the starting point' );
assert.strictEqual( end, 1, 'getUtoTmapping( 0, length ) is the ending point' );
assert.numEqual( somewhere, expectedSomewhere, 'getUtoTmapping( 0.5, 1 ) is correct' );
} );
QUnit.test( 'getSpacedPoints', ( assert ) => {
var curve = _curve;
var expectedPoints = [
new Vector3( - 10, 0, 2 ),
new Vector3( - 3.712652983516992, 3.015179001762753, 0.6957120710270492 ),
new Vector3( 2.7830973773262975, 5.730399338061483, - 0.1452668772806931 ),
new Vector3( 9.575825284074465, 7.48754187603603, 0.3461104039841496 ),
new Vector3( 12.345199937734154, 4.575759904730531, 5.142117429101656 ),
new Vector3( 10, 0, 10 )
];
var points = curve.getSpacedPoints();
assert.strictEqual( points.length, expectedPoints.length, 'Correct number of points' );
assert.deepEqual( points, expectedPoints, 'Correct points calculated' );
} );
QUnit.test( 'computeFrenetFrames', ( assert ) => {
var curve = _curve;
var expected = {
binormals: [
new Vector3( - 0.447201668889759, 0.8944331542056199, 0 ),
new Vector3( - 0.2684231751110917, 0.9631753839815436, - 0.01556209353802903 ),
new Vector3( 0.3459273556592433, 0.53807011680075, 0.7686447905324219 )
],
normals: [
new Vector3( - 0.18271617600817133, - 0.09135504253146765, - 0.9789121795283909 ),
new Vector3( 0.046865035058597876, - 0.003078628350883253, - 0.9988964863970807 ),
new Vector3( 0.8357929194629689, - 0.5489842348221077, 0.008155102228190641 )
],
tangents: [
new Vector3( 0.8755715084258767, 0.4377711603816078, - 0.20428153311294514 ),
new Vector3( 0.9621604167456884, 0.26885628454526284, 0.04431287294094243 ),
new Vector3( - 0.4263618889888853, - 0.6396068005601663, 0.6396238584473043 )
]
};
var frames = curve.computeFrenetFrames( 2, false );
Object.keys( expected ).forEach( function ( group, i ) {
expected[ group ].forEach( function ( vec, j ) {
assert.numEqual( frames[ group ][ j ].x, vec.x, 'Frenet frames [' + i + ', ' + j + '].x correct' );
assert.numEqual( frames[ group ][ j ].y, vec.y, 'Frenet frames [' + i + ', ' + j + '].y correct' );
assert.numEqual( frames[ group ][ j ].z, vec.z, 'Frenet frames [' + i + ', ' + j + '].z correct' );
} );
} );
} );
} );
} );
} );