Class Vector3Builder

constructor

• new Vector3Builder(vec: Vector3, arg?: never, arg2?: never): Vector3Builder

  Parameters

  • vec: Vector3
  • Optionalarg: never
  • Optionalarg2: never

  Returns Vector3Builder

• new Vector3Builder(x: number, y: number, z: number): Vector3Builder

  Parameters

  • x: number
  • y: number
  • z: number

  Returns Vector3Builder

x

y

z

add

• add(v: Partial<Vector3>): this

  add

  Adds the vector v to this, returning itself.

  Parameters

  • v: Partial<Vector3>

  Returns this

assign

• assign(vec: Vector3): this

  Assigns the values of the passed in vector to this vector. Returns itself.

  Parameters

  • vec: Vector3

  Returns this

clamp

• clamp(limits: { max?: Partial<Vector3>; min?: Partial<Vector3> }): this

  clamp

  Clamps the components of a vector to limits to produce a new vector

  Parameters

  • limits: { max?: Partial<Vector3>; min?: Partial<Vector3> }

  Returns this

cross

• cross(vec: Vector3): this

  cross

  Computes the cross product of this and the passed in vector, returning itself.

  Parameters

  • vec: Vector3

  Returns this

distance

• distance(vec: Vector3): number

  distance

  Calculate the distance between two vectors

  Parameters

  • vec: Vector3

  Returns number

dot

• dot(vec: Vector3): number

  dot

  Computes the dot product of this and the passed in vector.

  Parameters

  • vec: Vector3

  Returns number

equals

• equals(v: Vector3): boolean

  equals

  Check the equality of two vectors

  Parameters

  • v: Vector3

  Returns boolean

floor

• floor(): this

  floor

  Floor the components of a vector to produce a new vector

  Returns this

lerp

• lerp(vec: Vector3, t: number): this

  lerp

  Constructs a new vector using linear interpolation on each component from two vectors.

  Parameters

  • vec: Vector3
  • t: number

  Returns this

magnitude

• magnitude(): number

  magnitude

  The magnitude of the vector

  Returns number

multiply

• multiply(vec: Vector3): this

  multiply

  Element-wise multiplication of two vectors together. Not to be confused with Vector3Builder.dot product or Vector3Builder.cross product

  Parameters

  • vec: Vector3

  Returns this

normalize

• normalize(): this

  normalize

  Normalizes this vector, returning itself.

  Returns this

rotateX

• rotateX(a: number): this

  rotateX

  Rotates the vector around the x axis counterclockwise (left hand rule)

  Parameters

  • a: number

    Angle in radians

  Returns this

rotateY

• rotateY(a: number): this

  rotateY

  Rotates the vector around the y axis counterclockwise (left hand rule)

  Parameters

  • a: number

    Angle in radians

  Returns this

rotateZ

• rotateZ(a: number): this

  rotateZ

  Rotates the vector around the z axis counterclockwise (left hand rule)

  Parameters

  • a: number

    Angle in radians

  Returns this

scale

• scale(val: number): this

  scale

  Scales this by the passed in value, returning itself.

  Parameters

  • val: number

  Returns this

slerp

• slerp(vec: Vector3, t: number): this

  slerp

  Constructs a new vector using spherical linear interpolation on each component from two vectors.

  Parameters

  • vec: Vector3
  • t: number

  Returns this

subtract

• subtract(v: Partial<Vector3>): this

  subtract

  Subtracts the vector v from this, returning itself.

  Parameters

  • v: Partial<Vector3>

  Returns this

toString

• toString(options?: { decimals?: number; delimiter?: string }): string

  toString

  Create a string representation of a vector

  Parameters

  • Optionaloptions: { decimals?: number; delimiter?: string }

  Returns string