Graphics.Rasterific.Transformations

This module provide some helpers in order to perform basic geometric transformation on the drawable primitives.

You can combine the transformation is mappend or the `(<>)` operator from Data.Monoid .

Documentation

data Transformation

Represent a 3*3 matrix for homogenous coordinates.

 | A C E |
 | B D F |
 | 0 0 1 |

Constructors

Transformation

Fields

_transformA :: !Float

_transformC :: !Float

_transformE :: !Float

X translation

_transformB :: !Float

_transformD :: !Float

_transformF :: !Float

Y translation

Instances

Eq Transformation

Show Transformation

Monoid Transformation

applyTransformation :: Transformation -> Point -> Point

Effectively transform a point given a transformation.

translate :: Vector -> Transformation

Perform a translation of the given primitives.

 fill . transform (applyTransformation $ translate (V2 100 100))
      $ rectangle (V2 40 40) 40 40

scale :: Float -> Float -> Transformation

Perform a scaling of the given primitives.

 fill . transform (applyTransformation $ scale 2 2)
      $ rectangle (V2 40 40) 40 40

rotate

Arguments

:: Float

Rotation angle in radian.

-> Transformation

Create a transformation representing a rotation on the plane.

 fill . transform (applyTransformation $ rotate 0.2)
      $ rectangle (V2 40 40) 120 120

rotateCenter

Arguments

:: Float

Rotation angle in radian

-> Point

Rotation center

-> Transformation

Create a transformation representing a rotation on the plane. The rotation center is given in parameter

 fill . transform (applyTransformation $ rotateCenter 0.2 (V2 200 200))
      $ rectangle (V2 40 40) 120 120

inverseTransformation :: Transformation -> Transformation

Inverse a transformation (if possible)