{-# LANGUAGE Arrows #-} {-# LANGUAGE CPP #-} {-# LANGUAGE FlexibleContexts #-} {-# LANGUAGE FlexibleInstances #-} {-# LANGUAGE GeneralizedNewtypeDeriving #-} {-# LANGUAGE OverloadedStrings #-} {-# LANGUAGE ScopedTypeVariables #-} {-# LANGUAGE TypeFamilies #-} {-# LANGUAGE TypeSynonymInstances #-} {-# OPTIONS_GHC -Wno-unused-foralls #-} module Graphics.GPipe.Internal.FragmentStream where #if __GLASGOW_HASKELL__ < 804 import Data.Semigroup (Semigroup (..)) #endif import Control.Arrow (Arrow (arr, first), Kleisli (Kleisli), returnA) import Control.Category (Category) import Control.Monad.Trans.State.Lazy (State, evalState, get, put) import Data.Boolean (Boolean (true, (&&*)), EqB ((==*)), IfB (ifB)) import Data.IntMap.Polymorphic.Lazy (insert) import Data.Maybe (isJust) import Data.Text.Lazy (Text) import Graphics.GL.Core45 import Graphics.GPipe.Internal.Compiler (RenderIOState (rasterizationNameToRenderIO)) import Graphics.GPipe.Internal.Expr import Graphics.GPipe.Internal.PrimitiveStream (PrimitiveStream (..), PrimitiveStreamData) import Graphics.GPipe.Internal.Shader (Shader (..), getNewName, modifyRenderIO) import Linear.Affine (Point (..)) import Linear.Plucker (Plucker (..)) import Linear.Quaternion (Quaternion (..)) import Linear.V0 (V0 (..)) import Linear.V1 (V1 (..)) import Linear.V2 (V2 (..)) import Linear.V3 (V3 (..)) import Linear.V4 (V4 (..)) type VPos = V4 VFloat type ExprPos = ExprM () type RasterizationName = Int data FragmentStreamData = FragmentStreamData RasterizationName Bool ExprPos PrimitiveStreamData FBool -- | A @'FragmentStream' a @ is a stream of fragments of type @a@. You may append 'FragmentStream's using the 'Monoid' instance, and you -- can operate a stream's values using the 'Functor' instance (this will result in a shader running on the GPU). newtype FragmentStream a = FragmentStream [(a, FragmentStreamData)] deriving (Semigroup, Monoid) instance Functor FragmentStream where fmap f (FragmentStream xs) = FragmentStream $ map (first f) xs -- | The arrow type for 'toFragment'. newtype ToFragment a b = ToFragment (Kleisli (State Int) a b) deriving (Category, Arrow) -- | This class constraints which vertex types can be turned into fragment values, and what type those values have. class FragmentInput a where -- | The type the vertex value will be turned into once it becomes a fragment value. type FragmentFormat a -- | An arrow action that turns a value from it's vertex representation to it's fragment representation. Use 'toFragment' from -- the GPipe provided instances to operate in this arrow. Also note that this arrow needs to be able to return a value -- lazily, so ensure you use -- -- @proc ~pattern -> do ...@. toFragment :: ToFragment a (FragmentFormat a) -- | Rasterize a stream of primitives into fragments, using a 'Side', -- 'PolygonMode', 'Viewport' and 'DepthRange' from the shader environment. -- Primitives will be transformed from canonical view space, i.e. -- [(-1,-1,-1),(1,1,1)], to the 2D space defined by the 'ViewPort' parameter -- and the depth range defined by the 'DepthRange' parameter. 'PolygonMode' -- controls whether to fill in the primitives or whether to show a wireframe -- or points only. rasterize:: forall p a s os f. FragmentInput a => (s -> (Side, PolygonMode, ViewPort, DepthRange)) -> PrimitiveStream p (VPos, a) -> Shader os s (FragmentStream (FragmentFormat a)) rasterize sf (PrimitiveStream xs) = Shader $ do n <- getNewName modifyRenderIO (\s -> s { rasterizationNameToRenderIO = insert n io (rasterizationNameToRenderIO s) } ) return (FragmentStream $ map (f n) xs) where ToFragment (Kleisli m) = toFragment :: ToFragment a (FragmentFormat a) f n ((p, x),(ps, s)) = (evalState (m x) 0, FragmentStreamData n False (makePos p >> makePointSize ps) s true) makePos (V4 (S x) (S y) (S z) (S w)) = do x' <- x y' <- y z' <- z w' <- w tellAssignment' "gl_Position" $ "vec4("<>x'<>","<>y'<>","<>z'<>","<>w'<>")" makePointSize Nothing = return () makePointSize (Just (S ps)) = ps >>= tellAssignment' "gl_PointSize" io s = let (side, polygonMode, ViewPort (V2 x y) (V2 w h), DepthRange dmin dmax) = sf s in if w < 0 || h < 0 then error "ViewPort, negative size" else do setGlCullFace side setGlPolygonMode polygonMode glScissor (fromIntegral x) (fromIntegral y) (fromIntegral w) (fromIntegral h) glViewport (fromIntegral x) (fromIntegral y) (fromIntegral w) (fromIntegral h) glDepthRange (realToFrac dmin) (realToFrac dmax) setGLPointSize setGlCullFace Front = glEnable GL_CULL_FACE >> glCullFace GL_BACK -- Back is culled when front is rasterized setGlCullFace Back = glEnable GL_CULL_FACE >> glCullFace GL_FRONT setGlCullFace _ = glDisable GL_CULL_FACE setGlPolygonMode PolygonFill = glPolygonMode GL_FRONT_AND_BACK GL_FILL setGlPolygonMode PolygonPoint = do glEnable GL_PROGRAM_POINT_SIZE glPolygonMode GL_FRONT_AND_BACK GL_POINT setGlPolygonMode (PolygonLine lw) = do glLineWidth (realToFrac lw) glPolygonMode GL_FRONT_AND_BACK GL_LINE setGLPointSize = if any (isJust.fst.snd) xs then glEnable GL_PROGRAM_POINT_SIZE else glDisable GL_PROGRAM_POINT_SIZE -- | Defines which side to rasterize. Non triangle primitives only has a front side. data Side = Front | Back | FrontAndBack -- | Defines whether to fill the polygon or to show points or wireframes. data PolygonMode = PolygonFill | PolygonLine Float | PolygonPoint -- | The viewport in pixel coordinates (where (0,0) is the lower left corner) in to which the canonical view volume [(-1,-1,-1),(1,1,1)] is transformed and clipped/scissored. data ViewPort = ViewPort { viewPortLowerLeft :: V2 Int, viewPortSize :: V2 Int } -- | The fragment depth range to map the canonical view volume's z-coordinate to. Depth values are clamped to [0,1], so @DepthRange 0 1@ gives maximum depth resolution. data DepthRange = DepthRange { minDepth :: Float, maxDepth :: Float } -- | Filter out fragments from the stream where the predicate in the first argument evaluates to 'true', and discard all other fragments. filterFragments :: (a -> FBool) -> FragmentStream a -> FragmentStream a filterFragments f (FragmentStream xs) = FragmentStream $ map g xs where g (a,FragmentStreamData x1 x2 x3 x4 x5) = (a,FragmentStreamData x1 x2 x3 x4 (x5 &&* f a)) data RasterizedInfo = RasterizedInfo { rasterizedFragCoord :: V4 FFloat, rasterizedFrontFacing :: FBool, rasterizedPointCoord :: V2 FFloat } -- | Like 'fmap', but where various auto generated information from the rasterization is provided for each vertex. withRasterizedInfo :: (a -> RasterizedInfo -> b) -> FragmentStream a -> FragmentStream b withRasterizedInfo f = fmap (\a -> f a (RasterizedInfo (vec4S' "gl_FragCoord") (scalarS' "gl_FrontFacing") (vec2S' "gl_PointCoord"))) -- | A float value that is not interpolated (like integers), and all fragments will instead get the value of the primitive's last vertex newtype FlatVFloat = Flat VFloat -- | A float value that doesn't get divided by the interpolated position's w-component during interpolation. newtype NoPerspectiveVFloat = NoPerspective VFloat makeFragment :: Text -> SType -> (a -> ExprM Text) -> ToFragment a (S c a1) makeFragment qual styp f = ToFragment $ Kleisli $ \ x -> do n <- get put (n+1) return $ S $ useFInput qual "vf" styp n $ f x unFlat :: FlatVFloat -> VFloat unFlat (Flat s) = s unNPersp :: NoPerspectiveVFloat -> VFloat unNPersp (NoPerspective s) = s instance FragmentInput () where type FragmentFormat () = () toFragment = arr (const ()) instance FragmentInput VFloat where type FragmentFormat VFloat = FFloat toFragment = makeFragment "" STypeFloat unS instance FragmentInput FlatVFloat where type FragmentFormat FlatVFloat = FFloat toFragment = makeFragment "flat" STypeFloat (unS . unFlat) instance FragmentInput NoPerspectiveVFloat where type FragmentFormat NoPerspectiveVFloat = FFloat toFragment = makeFragment "noperspective" STypeFloat (unS . unNPersp) instance FragmentInput VInt where type FragmentFormat VInt = FInt toFragment = makeFragment "flat" STypeInt unS instance FragmentInput VWord where type FragmentFormat VWord = FWord toFragment = makeFragment "flat" STypeUInt unS instance FragmentInput VBool where type FragmentFormat VBool = FBool toFragment = proc b -> do i <- toFragment -< ifB b 1 0 :: VInt returnA -< i ==* 1 instance (FragmentInput a) => FragmentInput (V0 a) where type FragmentFormat (V0 a) = V0 (FragmentFormat a) toFragment = arr (const V0) instance (FragmentInput a) => FragmentInput (V1 a) where type FragmentFormat (V1 a) = V1 (FragmentFormat a) toFragment = proc ~(V1 a) -> do a' <- toFragment -< a returnA -< V1 a' instance (FragmentInput a) => FragmentInput (V2 a) where type FragmentFormat (V2 a) = V2 (FragmentFormat a) toFragment = proc ~(V2 a b) -> do a' <- toFragment -< a b' <- toFragment -< b returnA -< V2 a' b' instance (FragmentInput a) => FragmentInput (V3 a) where type FragmentFormat (V3 a) = V3 (FragmentFormat a) toFragment = proc ~(V3 a b c) -> do a' <- toFragment -< a b' <- toFragment -< b c' <- toFragment -< c returnA -< V3 a' b' c' instance (FragmentInput a) => FragmentInput (V4 a) where type FragmentFormat (V4 a) = V4 (FragmentFormat a) toFragment = proc ~(V4 a b c d) -> do a' <- toFragment -< a b' <- toFragment -< b c' <- toFragment -< c d' <- toFragment -< d returnA -< V4 a' b' c' d' instance (FragmentInput a, FragmentInput b) => FragmentInput (a,b) where type FragmentFormat (a,b) = (FragmentFormat a, FragmentFormat b) toFragment = proc ~(a,b) -> do a' <- toFragment -< a b' <- toFragment -< b returnA -< (a', b') instance (FragmentInput a, FragmentInput b, FragmentInput c) => FragmentInput (a,b,c) where type FragmentFormat (a,b,c) = (FragmentFormat a, FragmentFormat b, FragmentFormat c) toFragment = proc ~(a,b,c) -> do a' <- toFragment -< a b' <- toFragment -< b c' <- toFragment -< c returnA -< (a', b', c') instance (FragmentInput a, FragmentInput b, FragmentInput c, FragmentInput d) => FragmentInput (a,b,c,d) where type FragmentFormat (a,b,c,d) = (FragmentFormat a, FragmentFormat b, FragmentFormat c, FragmentFormat d) toFragment = proc ~(a,b,c,d) -> do a' <- toFragment -< a b' <- toFragment -< b c' <- toFragment -< c d' <- toFragment -< d returnA -< (a', b', c', d') instance (FragmentInput a, FragmentInput b, FragmentInput c, FragmentInput d, FragmentInput e) => FragmentInput (a,b,c,d,e) where type FragmentFormat (a,b,c,d,e) = (FragmentFormat a, FragmentFormat b, FragmentFormat c, FragmentFormat d, FragmentFormat e) toFragment = proc ~(a,b,c,d,e) -> do a' <- toFragment -< a b' <- toFragment -< b c' <- toFragment -< c d' <- toFragment -< d e' <- toFragment -< e returnA -< (a', b', c', d', e') instance (FragmentInput a, FragmentInput b, FragmentInput c, FragmentInput d, FragmentInput e, FragmentInput f) => FragmentInput (a,b,c,d,e,f) where type FragmentFormat (a,b,c,d,e,f) = (FragmentFormat a, FragmentFormat b, FragmentFormat c, FragmentFormat d, FragmentFormat e, FragmentFormat f) toFragment = proc ~(a,b,c,d,e,f) -> do a' <- toFragment -< a b' <- toFragment -< b c' <- toFragment -< c d' <- toFragment -< d e' <- toFragment -< e f' <- toFragment -< f returnA -< (a', b', c', d', e', f') instance (FragmentInput a, FragmentInput b, FragmentInput c, FragmentInput d, FragmentInput e, FragmentInput f, FragmentInput g) => FragmentInput (a,b,c,d,e,f,g) where type FragmentFormat (a,b,c,d,e,f,g) = (FragmentFormat a, FragmentFormat b, FragmentFormat c, FragmentFormat d, FragmentFormat e, FragmentFormat f, FragmentFormat g) toFragment = proc ~(a,b,c,d,e,f,g) -> do a' <- toFragment -< a b' <- toFragment -< b c' <- toFragment -< c d' <- toFragment -< d e' <- toFragment -< e f' <- toFragment -< f g' <- toFragment -< g returnA -< (a', b', c', d', e', f', g') instance FragmentInput a => FragmentInput (Quaternion a) where type FragmentFormat (Quaternion a) = Quaternion (FragmentFormat a) toFragment = proc ~(Quaternion a v) -> do a' <- toFragment -< a v' <- toFragment -< v returnA -< Quaternion a' v' instance (FragmentInput (f a), FragmentInput a, FragmentFormat (f a) ~ f (FragmentFormat a)) => FragmentInput (Point f a) where type FragmentFormat (Point f a) = Point f (FragmentFormat a) toFragment = proc ~(P a) -> do a' <- toFragment -< a returnA -< P a' instance FragmentInput a => FragmentInput (Plucker a) where type FragmentFormat (Plucker a) = Plucker (FragmentFormat a) toFragment = proc ~(Plucker a b c d e f) -> do a' <- toFragment -< a b' <- toFragment -< b c' <- toFragment -< c d' <- toFragment -< d e' <- toFragment -< e f' <- toFragment -< f returnA -< Plucker a' b' c' d' e' f'