HPDF-1.2: Graphics/PDF/Coordinates.hs
---------------------------------------------------------
-- |
-- Copyright : (c) alpha 2007
-- License : BSD-style
--
-- Maintainer : misc@NOSPAMalpheccar.org
-- Stability : experimental
-- Portability : portable
--
-- Coordinates for a PDF document
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module Graphics.PDF.Coordinates(
-- * Geometry
-- ** Types
Angle(..)
, Matrix(..)
-- ** Transformations
, rotate, translate, scale, identity
-- ** Frame of reference operators
, applyMatrix
)
where
import Graphics.PDF.LowLevel.Types
import Graphics.PDF.Draw
import Control.Monad.Writer
import Graphics.PDF.LowLevel.Serializer
import Data.Monoid
-- | Angle
data Angle = Degree PDFFloat -- ^ Angle in degrees
| Radian PDFFloat -- ^ Angle in radians
-- | Apply a transformation matrix to the current coordinate frame
applyMatrix :: Matrix -> Draw ()
applyMatrix m@(Matrix a b c d e f) = do
multiplyCurrentMatrixWith m
tell . mconcat $[ serialize '\n'
, toPDF a
, serialize ' '
, toPDF b
, serialize ' '
, toPDF c
, serialize ' '
, toPDF d
, serialize ' '
, toPDF e
, serialize ' '
, toPDF f
, serialize " cm"
]
-- | Rotation matrix
rotate :: Angle -- ^ Rotation angle
-> Matrix
rotate r = Matrix ( (cos radian)) ( (sin radian)) (- ( (sin radian))) ( (cos radian)) 0 0
where
radian = case r of
Degree angle -> angle / 180 * pi
Radian angle -> angle
-- | Translation matrix
translate :: PDFFloat -- ^ Horizontal translation
-> PDFFloat -- ^ Vertical translation
-> Matrix
translate tx ty = Matrix 1 0 0 1 tx ty
-- | Scaling matrix
scale :: PDFFloat -- ^ Horizontal scaling
-> PDFFloat -- ^ Horizontal scaling
-> Matrix
scale sx sy = Matrix sx 0 0 sy 0 0