Class Matrix

Creates a 2D transform matrix. [ x'] [ m00 m01 m02 ] [ x ] [ m00x + m01y + m02 ] [ y'] = [ m10 m11 m12 ] [ y ] = [ m10x + m11y + m12 ] [ 1 ] [ 0 0 1 ] [ 1 ] [ 1 ]

Package: @aurigma/design-atoms-model

Constructors

(constructor)(m00, m10, m01, m11, m02, m12)

Constructs a new instance of the Matrix class

Declaration

constructor(m00?: number, m10?: number, m01?: number, m11?: number, m02?: number, m12?: number);

Parameters

Type	Name	Description
number	m00
number	m10
number	m01
number	m11
number	m02
number	m12

Properties

angle

Declaration

get angle(): number;

Property Value

Type	Description
number

isIdentity

Declaration

get isIdentity(): boolean;

Property Value

Type	Description
boolean

m00

Declaration

m00: number;

Property Value

Type	Description
number

m01

Declaration

m01: number;

Property Value

Type	Description
number

m02

Declaration

m02: number;

Property Value

Type	Description
number

m10

Declaration

m10: number;

Property Value

Type	Description
number

m11

Declaration

m11: number;

Property Value

Type	Description
number

m12

Declaration

m12: number;

Property Value

Type	Description
number

scaleX

Declaration

get scaleX(): number;

Property Value

Type	Description
number

scaleY

Declaration

get scaleY(): number;

Property Value

Type	Description
number

translateX

Declaration

get translateX(): number;

Property Value

Type	Description
number

translateY

Declaration

get translateY(): number;

Property Value

Type	Description
number

Methods

clone()

Declaration

clone(): Matrix;

Returns

Type	Description
Matrix

concatenate(m)

Declaration

concatenate(m: Matrix): this;

Parameters

Type	Name	Description
Matrix	m

Returns

Type	Description
this

equals(other)

Declaration

equals(other: Matrix): boolean;

Parameters

Type	Name	Description
Matrix	other

Returns

Type	Description
boolean

getInversed()

Declaration

getInversed(): Matrix;

Returns

Type	Description
Matrix

rotate(angle)

Declaration

rotate(angle: number): this;

Parameters

Type	Name	Description
number	angle

Returns

Type	Description
this

rotateAt(angle, x, y)

Declaration

rotateAt(angle: number, x: number, y: number): this;

Parameters

Type	Name	Description
number	angle
number	x
number	y

Returns

Type	Description
this

scale(sx, sy)

Declaration

scale(sx: number, sy: number): this;

Parameters

Type	Name	Description
number	sx
number	sy

Returns

Type	Description
this

scaleRelativeToPoint(sx, sy, origin)

Declaration

scaleRelativeToPoint(sx: number, sy: number, origin: PointF): this;

Parameters

Type	Name	Description
number	sx
number	sy
PointF	origin

Returns

Type	Description
this

setTransform(m00, m10, m01, m11, m02, m12)

Declaration

setTransform(m00: number, m10: number, m01: number, m11: number, m02: number, m12: number): void;

Parameters

Type	Name	Description
number	m00
number	m10
number	m01
number	m11
number	m02
number	m12

Returns

Type	Description
void

transformPoint(p, clone)

Declaration

transformPoint(p: PointF, clone?: boolean): PointF;

Parameters

Type	Name	Description
PointF	p
boolean	clone

Returns

Type	Description
PointF

translate(dx, dy)

Declaration

translate(dx: number, dy: number): this;

Parameters

Type	Name	Description
number	dx
number	dy

Returns

Type	Description
this

updateObjectByMatrix(object, key1, key2)

Declaration

updateObjectByMatrix(object: Object, key1: string, key2: string): Object;

Parameters

Type	Name	Description
Object	object
string	key1
string	key2

Returns

Type	Description
Object