Geomancy.Transform

Documentation

newtype Transform

Constructors

Transform

Fields

• unTransform :: Mat4

Instances

Storable Transform

Defined in Geomancy.Transform

Methods

sizeOf :: Transform -> Int

alignment :: Transform -> Int

peekElemOff :: Ptr Transform -> Int -> IO Transform

pokeElemOff :: Ptr Transform -> Int -> Transform -> IO ()

peekByteOff :: Ptr b -> Int -> IO Transform

pokeByteOff :: Ptr b -> Int -> Transform -> IO ()

peek :: Ptr Transform -> IO Transform

poke :: Ptr Transform -> Transform -> IO ()

Monoid Transform

Defined in Geomancy.Transform

Methods

mempty :: Transform

mappend :: Transform -> Transform -> Transform

mconcat :: [Transform] -> Transform

Semigroup Transform

Defined in Geomancy.Transform

Methods

(<>) :: Transform -> Transform -> Transform

sconcat :: NonEmpty Transform -> Transform

stimes :: Integral b => b -> Transform -> Transform

Show Transform

Defined in Geomancy.Transform

Methods

showsPrec :: Int -> Transform -> ShowS

show :: Transform -> String

showList :: [Transform] -> ShowS

Block Transform

Defined in Geomancy.Transform

Methods

alignment140 :: proxy Transform -> Int

sizeOf140 :: proxy Transform -> Int

isStruct :: proxy Transform -> Bool

read140 :: MonadIO m => Ptr a -> Diff a Transform -> m Transform

write140 :: MonadIO m => Ptr a -> Diff a Transform -> Transform -> m ()

alignment430 :: proxy Transform -> Int

sizeOf430 :: proxy Transform -> Int

read430 :: MonadIO m => Ptr a -> Diff a Transform -> m Transform

write430 :: MonadIO m => Ptr a -> Diff a Transform -> Transform -> m ()

sizeOfPacked :: proxy Transform -> Int

readPacked :: MonadIO m => Ptr a -> Diff a Transform -> m Transform

writePacked :: MonadIO m => Ptr a -> Diff a Transform -> Transform -> m ()

inverse :: (Coercible Mat4 a, Coercible Mat4 a) => a -> a

Compute an inverse matrix, slowly.

apply :: Vec3 -> Transform -> Vec3

Apply transformation to a vector, then normalize with perspective division

(!.) :: Transform -> Vec3 -> Vec3

Matrix - column vector multiplication with perspective division

translate :: Float -> Float -> Float -> Transform

translateV :: Vec3 -> Transform

rotateX :: Float -> Transform

rotateY :: Float -> Transform

rotateZ :: Float -> Transform

rotateQ :: Quaternion -> Transform

scale :: Float -> Transform

scaleX :: Float -> Transform

scaleY :: Float -> Transform

scaleZ :: Float -> Transform

scaleXY :: Float -> Float -> Transform

scale3 :: Float -> Float -> Float -> Transform

dirPos :: Quaternion -> Vec3 -> Transform