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📄 Vector3.tests.js

📊 Analysis Summary

Metric	Count
📦 Imports	14
📊 Variables & Constants	110

📚 Table of Contents

• Imports
• Variables & Constants

🛠️ File Location:

📂 test/unit/src/math/Vector3.tests.js

📦 Imports

Name	Source
Vector3	../../../../src/math/Vector3.js
Vector4	../../../../src/math/Vector4.js
Matrix3	../../../../src/math/Matrix3.js
Matrix4	../../../../src/math/Matrix4.js
Spherical	../../../../src/math/Spherical.js
Quaternion	../../../../src/math/Quaternion.js
Euler	../../../../src/math/Euler.js
Cylindrical	../../../../src/math/Cylindrical.js
BufferAttribute	../../../../src/core/BufferAttribute.js
PerspectiveCamera	../../../../src/cameras/PerspectiveCamera.js
x	../../utils/math-constants.js
y	../../utils/math-constants.js
z	../../utils/math-constants.js
eps	../../utils/math-constants.js

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Variables & Constants

Name	Type	Kind	Value	Exported
a	Vector3	let/var	new Vector3()	✗
object	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( - x, - y, - z )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( 2, 3, 4 )	✗
s	3	let/var	3	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( - x, - y, - z )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( 2, 3, - 5 )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
euler	Euler	let/var	new Euler( 90, - 45, 0 )	✗
expected	Vector3	let/var	new Vector3( - 2.352970120501014, - 4.7441750936226645, 0.9779234597246458 )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
axis	Vector3	let/var	new Vector3( 0, 1, 0 )	✗
angle	number	let/var	Math.PI / 4.0	✗
expected	Vector3	let/var	new Vector3( 3 * Math.sqrt( 2 ), 3, Math.sqrt( 2 ) )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector4	let/var	new Vector4( x, y, z, 1 )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
m	Matrix4	let/var	new Matrix4()	✗
transformed	Vector3	let/var	new Vector3( 0.3713906763541037, 0.5570860145311556, 0.7427813527082074 )	✗
a	Vector3	let/var	new Vector3( - 0.01, 0.5, 1.5 )	✗
clamped	Vector3	let/var	new Vector3( 0.1, 0.5, 1.0 )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( - x, - y, - z )	✗
c	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3( x, 0, 0 )	✗
b	Vector3	let/var	new Vector3( 0, - y, 0 )	✗
c	Vector3	let/var	new Vector3( 0, 0, z )	✗
d	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3( x, 0, 0 )	✗
b	Vector3	let/var	new Vector3( 0, - y, 0 )	✗
c	Vector3	let/var	new Vector3( 0, 0, z )	✗
a	Vector3	let/var	new Vector3( x, 0, 0 )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( 2 * x, - y, 0.5 * z )	✗
crossed	Vector3	let/var	new Vector3( 18, 12, - 18 )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( x, - y, z )	✗
c	Vector3	let/var	new Vector3()	✗
crossed	Vector3	let/var	new Vector3( 24, 0, - 12 )	✗
a	Vector3	let/var	new Vector3( 1, 0, 0 )	✗
b	Vector3	let/var	new Vector3()	✗
normal	Vector3	let/var	new Vector3( 10, 0, 0 )	✗
a	Vector3	let/var	new Vector3( 1, 0, 0 )	✗
b	Vector3	let/var	new Vector3()	✗
normal	Vector3	let/var	new Vector3( 1, 0, 0 )	✗
a	Vector3	let/var	new Vector3()	✗
normal	Vector3	let/var	new Vector3( 0, 1, 0 )	✗
b	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3( 0, - 0.18851655680720186, 0.9820700116639124 )	✗
b	Vector3	let/var	new Vector3( 0, 0.18851655680720186, - 0.9820700116639124 )	✗
x	Vector3	let/var	new Vector3( 1, 0, 0 )	✗
y	Vector3	let/var	new Vector3( 0, 1, 0 )	✗
z	Vector3	let/var	new Vector3( 0, 0, 1 )	✗
a	Vector3	let/var	new Vector3()	✗
theta	number	let/var	Math.sqrt( Math.PI ) * phi	✗
sph	Spherical	let/var	new Spherical( 10, phi, theta )	✗
expected	Vector3	let/var	new Vector3( - 4.677914006701843, - 5, - 7.288149322420796 )	✗
a	Vector3	let/var	new Vector3()	✗
cyl	Cylindrical	let/var	new Cylindrical( 10, Math.PI * 0.125, 20 )	✗
expected	Vector3	let/var	new Vector3( 3.826834323650898, 20, 9.238795325112868 )	✗
a	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3()	✗
expected	Vector3	let/var	new Vector3( 25.573423705088842, 31.921779399024736, 35.70714214271425 )	✗
a	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3( x, 0, z )	✗
b	Vector3	let/var	new Vector3( 0, - y, 0 )	✗
a	Vector3	let/var	new Vector3()	✗
array	number[]	let/var	[ 1, 2, 3, 4, 5, 6 ]	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
a	Vector3	let/var	new Vector3()	✗
attr	BufferAttribute	let/var	new BufferAttribute( new Float32Array( [ 1, 2, 3, 4, 5, 6 ] ), 3 )	✗
vec	Vector3	let/var	new Vector3()	✗
zero	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( - x, - y, - z )	✗
c	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3( x, 0, 0 )	✗
b	Vector3	let/var	new Vector3( 0, - y, 0 )	✗
c	Vector3	let/var	new Vector3( 0, 0, z )	✗
d	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3()	✗
s	3	let/var	3	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( 2 * x, 2 * y, 2 * z )	✗
c	Vector3	let/var	new Vector3( 4 * x, 4 * y, 4 * z )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
b	Vector3	let/var	new Vector3( - x, - y, - z )	✗
a	Vector3	let/var	new Vector3( x, y, z )	✗
camera	PerspectiveCamera	let/var	new PerspectiveCamera( 75, 16 / 9, 0.1, 300.0 )	✗
projected	Vector3	let/var	new Vector3( - 0.36653213611158914, - 0.9774190296309043, 1.0506835611870624 )	✗
a	Vector3	let/var	new Vector3( x, 0, 0 )	✗
b	Vector3	let/var	new Vector3( 0, - y, 0 )	✗
c	Vector3	let/var	new Vector3( 0, 0, z )	✗
d	Vector3	let/var	new Vector3()	✗
a	Vector3	let/var	new Vector3( x, 0, z )	✗
b	Vector3	let/var	new Vector3( 0, - y, 0 )	✗
v	Vector3	let/var	new Vector3( 0, 0.5, 1 )	✗
array	number[]	let/var	[ ...v ]	✗

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