Class Matrix4

constructor

• new Matrix4(m?: Math.Matrix4): Math.Matrix4

  Parameters

  • Optionalm: Math.Matrix4

    Optional Matrix4 to copy values from.

  Returns Math.Matrix4

val

adjoint

• adjoint(): this

  Calculate the adjoint, or adjugate, of this Matrix.

  Returns this

clone

• clone(): Math.Matrix4

  Make a clone of this Matrix4.

  Returns Math.Matrix4

copy

• copy(src: Math.Matrix4): this

  Copy the values of a given Matrix into this Matrix.

  Parameters

  • src: Math.Matrix4

    The Matrix to copy the values from.

  Returns this

determinant

• determinant(): number

  Calculate the determinant of this Matrix.

  Returns number

fromArray

• fromArray(a: number[]): this

  Set the values of this Matrix from the given array.

  Parameters

  • a: number[]

    The array to copy the values from. Must have at least 16 elements.

  Returns this

fromQuat

• fromQuat(q: Quaternion): this

  Set the values of this Matrix from the given Quaternion.

  Parameters

  • q: Quaternion

    The Quaternion to set the values of this Matrix from.

  Returns this

fromRotationTranslation

• fromRotationTranslation(q: Quaternion, v: Math.Vector3): this

  Set the values of this Matrix from the given rotation Quaternion and translation Vector.

  Parameters

  • q: Quaternion

    The Quaternion to set rotation from.
  • v: Math.Vector3

    The Vector to set translation from.

  Returns this

fromRotationXYTranslation

• fromRotationXYTranslation(
      rotation: Math.Vector3,
      position: Math.Vector3,
      translateFirst: boolean,
  ): this

  Takes the rotation and position vectors and builds this Matrix4 from them.

  Parameters

  • rotation: Math.Vector3

    The rotation vector.
  • position: Math.Vector3

    The position vector.
  • translateFirst: boolean

    Should the operation translate then rotate (true), or rotate then translate? (false)

  Returns this

frustum

• frustum(
      left: number,
      right: number,
      bottom: number,
      top: number,
      near: number,
      far: number,
  ): this

  Generate a frustum matrix with the given bounds.

  Parameters

  • left: number

    The left bound of the frustum.
  • right: number

    The right bound of the frustum.
  • bottom: number

    The bottom bound of the frustum.
  • top: number

    The top bound of the frustum.
  • near: number

    The near bound of the frustum.
  • far: number

    The far bound of the frustum.

  Returns this

getInverse

• getInverse(m: Math.Matrix4): this

  Copies the given Matrix4 into this Matrix and then inverses it.

  Parameters

  • m: Math.Matrix4

    The Matrix4 to invert into this Matrix4.

  Returns this

getMaxScaleOnAxis

• getMaxScaleOnAxis(): number

  Returns the maximum axis scale from this Matrix4.

  Returns number

identity

• identity(): this

  Reset this Matrix to an identity (default) matrix.

  Returns this

invert

• invert(): this

  Invert this Matrix.

  Returns this

lookAt

• lookAt(eye: Math.Vector3, center: Math.Vector3, up: Math.Vector3): this

  Generate a look-at matrix with the given eye position, focal point, and up axis.

  Parameters

  • eye: Math.Vector3

    Position of the viewer
  • center: Math.Vector3

    Point the viewer is looking at
  • up: Math.Vector3

    vec3 pointing up.

  Returns this

lookAtRH

• lookAtRH(eye: Math.Vector3, target: Math.Vector3, up: Math.Vector3): this

  Generate a right-handed look-at matrix with the given eye position, target and up axis.

  Parameters

  • eye: Math.Vector3

    Position of the viewer.
  • target: Math.Vector3

    Point the viewer is looking at.
  • up: Math.Vector3

    vec3 pointing up.

  Returns this

makeRotationAxis

• makeRotationAxis(axis: Vector4 | Math.Vector3, angle: number): this

  Derive a rotation matrix around the given axis.

  Parameters

  • axis: Vector4 | Math.Vector3

    The rotation axis.
  • angle: number

    The rotation angle in radians.

  Returns this

multiply

• multiply(src: Math.Matrix4): this

  Multiply this Matrix by the given Matrix.

  Parameters

  • src: Math.Matrix4

    The Matrix to multiply this Matrix by.

  Returns this

multiplyLocal

• multiplyLocal(src: Math.Matrix4): this

  Multiply the values of this Matrix4 by those given in the src argument.

  Parameters

  • src: Math.Matrix4

    The source Matrix4 that this Matrix4 is multiplied by.

  Returns this

multiplyMatrices

• multiplyMatrices(a: Math.Matrix4, b: Math.Matrix4): this

  Multiplies the two given Matrix4 objects and stores the results in this Matrix.

  Parameters

  • a: Math.Matrix4

    The first Matrix4 to multiply.
  • b: Math.Matrix4

    The second Matrix4 to multiply.

  Returns this

multiplyToMat4

• multiplyToMat4(src: Math.Matrix4, out: Math.Matrix4): Math.Matrix4

  Multiplies this Matrix4 by the given src Matrix4 and stores the results in the out Matrix4.

  Parameters

  • src: Math.Matrix4

    The Matrix4 to multiply with this one.
  • out: Math.Matrix4

    The receiving Matrix.

  Returns Math.Matrix4

ortho

• ortho(
      left: number,
      right: number,
      bottom: number,
      top: number,
      near: number,
      far: number,
  ): this

  Generate an orthogonal projection matrix with the given bounds.

  Parameters

  • left: number

    The left bound of the frustum.
  • right: number

    The right bound of the frustum.
  • bottom: number

    The bottom bound of the frustum.
  • top: number

    The top bound of the frustum.
  • near: number

    The near bound of the frustum.
  • far: number

    The far bound of the frustum.

  Returns this

perspective

• perspective(fovy: number, aspect: number, near: number, far: number): this

  Generate a perspective projection matrix with the given bounds.

  Parameters

  • fovy: number

    Vertical field of view in radians
  • aspect: number

    Aspect ratio. Typically viewport width /height.
  • near: number

    Near bound of the frustum.
  • far: number

    Far bound of the frustum.

  Returns this

perspectiveLH

• perspectiveLH(width: number, height: number, near: number, far: number): this

  Generate a perspective projection matrix with the given bounds.

  Parameters

  • width: number

    The width of the frustum.
  • height: number

    The height of the frustum.
  • near: number

    Near bound of the frustum.
  • far: number

    Far bound of the frustum.

  Returns this

premultiply

• premultiply(m: Math.Matrix4): this

  Multiplies the given Matrix4 object with this Matrix.

  This is the same as calling multiplyMatrices(m, this).

  Parameters

  • m: Math.Matrix4

    The Matrix4 to multiply with this one.

  Returns this

rotate

• rotate(rad: number, axis: Math.Vector3): this

  Apply a rotation transformation to this Matrix.

  Parameters

  • rad: number

    The angle in radians to rotate by.
  • axis: Math.Vector3

    The axis to rotate upon.

  Returns this

rotateX

• rotateX(rad: number): this

  Rotate this matrix on its X axis.

  Parameters

  • rad: number

    The angle in radians to rotate by.

  Returns this

rotateY

• rotateY(rad: number): this

  Rotate this matrix on its Y axis.

  Parameters

  • rad: number

    The angle to rotate by, in radians.

  Returns this

rotateZ

• rotateZ(rad: number): this

  Rotate this matrix on its Z axis.

  Parameters

  • rad: number

    The angle to rotate by, in radians.

  Returns this

scale

• scale(v: Vector4 | Math.Vector3): this

  Apply a scale transformation to this Matrix.

  Uses the x, y and z components of the given Vector to scale the Matrix.

  Parameters

  • v: Vector4 | Math.Vector3

    The Vector to scale this Matrix with.

  Returns this

scaleXYZ

• scaleXYZ(x: number, y: number, z: number): this

  Apply a scale transformation to this Matrix.

  Parameters

  • x: number

    The x component.
  • y: number

    The y component.
  • z: number

    The z component.

  Returns this

scaling

• scaling(x: number, y: number, z: number): this

  Set the scaling values of this Matrix.

  Parameters

  • x: number

    The x scaling value.
  • y: number

    The y scaling value.
  • z: number

    The z scaling value.

  Returns this

set

• set(src: Math.Matrix4): this

  This method is an alias for Matrix4.copy.

  Parameters

  • src: Math.Matrix4

    The Matrix to set the values of this Matrix's from.

  Returns this

setValues

• setValues(
      m00: number,
      m01: number,
      m02: number,
      m03: number,
      m10: number,
      m11: number,
      m12: number,
      m13: number,
      m20: number,
      m21: number,
      m22: number,
      m23: number,
      m30: number,
      m31: number,
      m32: number,
      m33: number,
  ): this

  Sets all values of this Matrix4.

  Parameters

  • m00: number

    The m00 value.
  • m01: number

    The m01 value.
  • m02: number

    The m02 value.
  • m03: number

    The m03 value.
  • m10: number

    The m10 value.
  • m11: number

    The m11 value.
  • m12: number

    The m12 value.
  • m13: number

    The m13 value.
  • m20: number

    The m20 value.
  • m21: number

    The m21 value.
  • m22: number

    The m22 value.
  • m23: number

    The m23 value.
  • m30: number

    The m30 value.
  • m31: number

    The m31 value.
  • m32: number

    The m32 value.
  • m33: number

    The m33 value.

  Returns this

setWorldMatrix

• setWorldMatrix(
      rotation: Math.Vector3,
      position: Math.Vector3,
      scale: Math.Vector3,
      viewMatrix?: Math.Matrix4,
      projectionMatrix?: Math.Matrix4,
  ): this

  Generate a world matrix from the given rotation, position, scale, view matrix and projection matrix.

  Parameters

  • rotation: Math.Vector3

    The rotation of the world matrix.
  • position: Math.Vector3

    The position of the world matrix.
  • scale: Math.Vector3

    The scale of the world matrix.
  • OptionalviewMatrix: Math.Matrix4

    The view matrix.
  • OptionalprojectionMatrix: Math.Matrix4

    The projection matrix.

  Returns this

transform

• transform(
      position: Math.Vector3,
      scale: Math.Vector3,
      rotation: Quaternion,
  ): this

  Generates a transform matrix based on the given position, scale and rotation.

  Parameters

  • position: Math.Vector3

    The position vector.
  • scale: Math.Vector3

    The scale vector.
  • rotation: Quaternion

    The rotation quaternion.

  Returns this

translate

• translate(v: Vector4 | Math.Vector3): this

  Translate this Matrix using the given Vector.

  Parameters

  • v: Vector4 | Math.Vector3

    The Vector to translate this Matrix with.

  Returns this

translateXYZ

• translateXYZ(x: number, y: number, z: number): this

  Translate this Matrix using the given values.

  Parameters

  • x: number

    The x component.
  • y: number

    The y component.
  • z: number

    The z component.

  Returns this

transpose

• transpose(): this

  Transpose this Matrix.

  Returns this

xyz

• xyz(x: number, y: number, z: number): this

  Set the x, y and z values of this Matrix.

  Parameters

  • x: number

    The x value.
  • y: number

    The y value.
  • z: number

    The z value.

  Returns this

yawPitchRoll

• yawPitchRoll(yaw: number, pitch: number, roll: number): this

  Set the values of this matrix from the given yaw, pitch and roll values.

  Parameters

  • yaw: number

    The yaw value.
  • pitch: number

    The pitch value.
  • roll: number

    The roll value.

  Returns this

zero

• zero(): Math.Matrix4

  Reset this Matrix.

  Sets all values to 0.

  Returns Math.Matrix4