Matrix

this this(Args args): Constructs the matrix: If a single value is passed, the matrix will be cleared with this value ( each column in each col will contain this value ). If a matrix with more cols and columns is passed, the matrix will be the upper left nxm matrix. If a matrix with less cols and columns is passed, the passed matrix will be stored in the upper left of an identity matrix. It's also allowed to pass vectors and scalars at a time, but the vectors dimension must match the number of columns and align correctly.
this this(T mat): Construct a Matrix from another Matrix, equal sized or bigger Construct a Matrix from another Matrix
this this(valueType value): Construct a Matrix from a single value, for non- and square matrices see GLSL 4.5 Spec, section 5.4.2 Vector and Matrix Constructors

Alias This

data

Members

Functions

clear void clear(valueType value): Sets all values of the matrix to value ( each column in each col will contain this value ).
opBinary auto opBinary(T s): Component-wise binary matrix-scalar operation: addition, subtraction, multiplication, division
opBinary auto opBinary(V vec): matrix-vector multiplication
opBinary Matrix opBinary(M mat): matrix-matrix multiplication, using matrix-vector multiplication for each column of mat
opBinary Matrix opBinary(Matrix mat): matrix-matrix component-wise operations addition, subtraction and division, using vector-vector operations of all colums
opBinaryRight auto opBinaryRight(T s): Component-wise binary scalar-matrix operation: addition, subtraction, multiplication, division
opBinaryRight auto opBinaryRight(V vec): vector-Matrix multiplication, optimized instead of transposing matrix and multiplying
rotate Matrix rotate(real angle): rotate an existing matrix
rotate Matrix rotate(real angle, Vector!(valueType, 3) axis): rotate an existing matrix with an angle around an axis
rotate Matrix rotate(real angle, valueType x, valueType y, valueType z): rotate an existing matrix with an angle around axis coordinates
rotateX Matrix rotateX(real angle): rotate an existing matrix with an angle around X axis
rotateY Matrix rotateY(real angle): rotate an existing matrix with an angle around Y axis
rotateZ Matrix rotateZ(real angle): rotate an existing matrix with an angle around Z axis
rotation Matrix rotation(): extract rotation part of the matrix in a copy
scale Matrix scale(valueType x): scale an existing matrix
scale Matrix scale(valueType[2] vec): scale an existing matrix with an array/vector
scale Matrix scale(valueType x, valueType y): scale an existing matrix with two scalars
scale Matrix scale(valueType[3] vec): scale an existing matrix with an array/vector
scale Matrix scale(valueType x, valueType y, valueType z): scale an existing matrix with three scalars
scale Matrix scale(): extract scaling part of the matrix in a copy
translate Matrix translate(valueType x): translate an existing matrix
translate Matrix translate(valueType[2] vec): translate an existing matrix with an array/vector
translate Matrix translate(valueType x, valueType y): translate an existing matrix with two scalars
translate Matrix translate(valueType[3] vec): translate an existing matrix with a vector
translate Matrix translate(valueType x, valueType y, valueType z): translate an existing matrix with three scalars
translation Matrix translation(): extract translation part of the matrix in a copy

Properties

asPrettyString string asPrettyString [@property getter]: Returns the current matrix as pretty formatted string. TODO : Check This
asString string asString [@property getter]: Returns the current matrix formatted as flat string.
identity Matrix identity [@property getter]: static create identity matrix
isIdentity bool isIdentity [@property getter]: Returns a identity matrix.
ptr auto ptr [@property getter]: Returns the pointer to the stored values as OpenGL requires it. Note this will return a pointer to a $( RED column - major ) matrix, $( RED this is the OpneGL convention and expected in programs via Uniforms or UBOs ).

Static functions

rotation Matrix rotation(real angle): static construction of a rotation matrix
rotation Matrix rotation(real angle, Vector!(valueType, 3) axis): static construction of a rotation matrix angle and axis
rotation Matrix rotation(real angle, valueType x, valueType y, valueType z): static construction of a rotation matrix angle and axis coordinates
rotationX Matrix rotationX(real angle): static construction of a rotation matrix with an angle around X axis
rotationY Matrix rotationY(real angle): static construction of a rotation matrix with an angle around Y axis
rotationZ Matrix rotationZ(real angle): static construction of a rotation matrix with an angle around Z axis
scaling Matrix scaling(valueType x): static construction of a scaling matrix
scaling Matrix scaling(valueType[2] vec): static construction of a scaling matrix from an array/vector
scaling Matrix scaling(valueType x, valueType y): static construction of a scaling matrix from two scalars
scaling Matrix scaling(valueType[3] vec): static construction of a scaling matrix from an array/vector
scaling Matrix scaling(valueType x, valueType y, valueType z): static construction of a scaling matrix from three scalars
translation Matrix translation(valueType x): static construction of a translation matrix
translation Matrix translation(valueType[2] vec): static construction of a translation matrix from an array/vector
translation Matrix translation(valueType x, valueType y): static construction of a translation matrix from two coordinates
translation Matrix translation(valueType[3] vec): static construction of a translation matrix from an array/vector
translation Matrix translation(valueType x, valueType y, valueType z): static construction of a translation matrix from three coordinates

Variables

data vectorType[cols] data;: Holds the matrix $( RED column - major ) in memory./// Each Column is Vector of length rows

Matrix

Constructors

Alias This

Members

Functions

Properties

Static functions

Variables

Meta

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