Class Vector3Utils

Utilities operating on Vector3 objects. All methods are static and do not modify the input objects.

Index

Constructors

Methods

add clamp cross distance dot equals floor lerp magnitude multiply normalize rotateX rotateY rotateZ scale slerp subtract toString

Constructors

constructor

new Vector3Utils(): Vector3Utils
Returns Vector3Utils

Methods

`Static`add

add(v1: Vector3, v2: Partial<Vector3>): Vector3
add

Add two vectors to produce a new vector
Parameters
- v1: Vector3
- v2: Partial<Vector3>
Returns Vector3

`Static`clamp

clamp(
v: Vector3,
limits?: { max?: Partial<Vector3>; min?: Partial<Vector3> },
): Vector3
clamp

Clamps the components of a vector to limits to produce a new vector
Parameters
- v: Vector3
- Optionallimits: { max?: Partial<Vector3>; min?: Partial<Vector3> }
Returns Vector3

`Static`cross

cross(a: Vector3, b: Vector3): Vector3
cross

Calculate the cross product of two vectors. Returns a new vector.
Parameters
- a: Vector3
- b: Vector3
Returns Vector3

`Static`distance

distance(a: Vector3, b: Vector3): number
distance

Calculate the distance between two vectors
Parameters
- a: Vector3
- b: Vector3
Returns number

`Static`dot

dot(a: Vector3, b: Vector3): number
dot

Calculate the dot product of two vectors
Parameters
- a: Vector3
- b: Vector3
Returns number

`Static`equals

equals(v1: Vector3, v2: Vector3): boolean
equals

Check the equality of two vectors
Parameters
- v1: Vector3
- v2: Vector3
Returns boolean

`Static`floor

floor(v: Vector3): Vector3
floor

Floor the components of a vector to produce a new vector
Parameters
- v: Vector3
Returns Vector3

`Static`lerp

lerp(a: Vector3, b: Vector3, t: number): Vector3
lerp

Constructs a new vector using linear interpolation on each component from two vectors.
Parameters
- a: Vector3
- b: Vector3
- t: number
Returns Vector3

`Static`magnitude

magnitude(v: Vector3): number
magnitude

The magnitude of a vector
Parameters
- v: Vector3
Returns number

`Static`multiply

multiply(a: Vector3, b: Vector3): Vector3
multiply

Element-wise multiplication of two vectors together. Not to be confused with Vector3Utils.dot product or Vector3Utils.cross product
Parameters
- a: Vector3
- b: Vector3
Returns Vector3

`Static`normalize

normalize(v: Vector3): Vector3
normalize

Takes a vector 3 and normalizes it to a unit vector
Parameters
- v: Vector3
Returns Vector3

`Static`rotateX

rotateX(v: Vector3, a: number): Vector3
rotateX

Rotates the vector around the x axis counterclockwise (left hand rule)
Parameters
- v: Vector3
- a: number
  Angle in radians
Returns Vector3

`Static`rotateY

rotateY(v: Vector3, a: number): Vector3
rotateY

Rotates the vector around the y axis counterclockwise (left hand rule)
Parameters
- v: Vector3
- a: number
  Angle in radians
Returns Vector3

`Static`rotateZ

rotateZ(v: Vector3, a: number): Vector3
rotateZ

Rotates the vector around the z axis counterclockwise (left hand rule)
Parameters
- v: Vector3
- a: number
  Angle in radians
Returns Vector3

`Static`scale

scale(v1: Vector3, scale: number): Vector3
scale

Multiple all entries in a vector by a single scalar value producing a new vector
Parameters
- v1: Vector3
- scale: number
Returns Vector3

`Static`slerp

slerp(a: Vector3, b: Vector3, t: number): Vector3
slerp

Constructs a new vector using spherical linear interpolation on each component from two vectors.
Parameters
- a: Vector3
- b: Vector3
- t: number
Returns Vector3

`Static`subtract

subtract(v1: Vector3, v2: Partial<Vector3>): Vector3
subtract

Subtract two vectors to produce a new vector (v1-v2)
Parameters
- v1: Vector3
- v2: Partial<Vector3>
Returns Vector3

`Static`toString

toString(
v: Vector3,
options?: { decimals?: number; delimiter?: string },
): string
toString

Create a string representation of a vector3
Parameters
- v: Vector3
- Optionaloptions: { decimals?: number; delimiter?: string }
Returns string