Create datatypes for radar sweeps

This commit is contained in:
2022-07-19 20:38:56 +01:00
parent b4c0074d43
commit 29e25f61d3
14 changed files with 139 additions and 123 deletions
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module Dodge.RadarSweep where
import Dodge.Data
import Dodge.Zone
import Color
import Geometry
import LensHelp
import qualified Data.IntMap.Strict as IM
import qualified Streaming.Prelude as S
aRadarPulse :: Object -> Creature -> World -> World
aRadarPulse ob cr = radarSweeps .:~ RadarSweep
{ _rsTimer = 100
, _rsRad = 0
, _rsPos = _crPos cr
, _rsObject = ob
}
updateRadarSweep
:: World -> RadarSweep -> (World, Maybe RadarSweep)
updateRadarSweep w pt
| x < 1 = (w, Nothing)
| otherwise =
( putBlips w
, Just $ pt & rsRad .~ r & rsTimer .~ (x-1)
)
where
p = _rsPos pt
ob = _rsObject pt
blipsF = findBlips ob
bf = makeBlip ob
x = _rsTimer pt
putBlips = radarBlips .++~ blips
blips = map bf circPoints
circPoints = blipsF p r w
r = fromIntegral (400 - x*4)
findBlips :: Object -> Point2 -> Float -> World -> [Point2]
findBlips ob = case ob of
ObCreature -> crBlips
ObItem -> itemBlips
ObWall -> wallBlips
_ -> undefined
makeBlip :: Object -> Point2 -> RadarBlip
makeBlip ob = case ob of
ObCreature -> blipAt 8 (withAlpha 0.2 green) 50
ObWall -> blipAt 2 red 50
ObItem -> blipAt 6 blue 50
_ -> undefined
{- | Radar blip at a point. -}
blipAt :: Float -> Color -> Int -> Point2 -> RadarBlip
blipAt r col i p = RadarBlip
{_rbColor = col
,_rbTime = i
,_rbMaxTime = i
,_rbRad = r
,_rbPos = p
}
crBlips :: Point2 -> Float -> World -> [Point2]
crBlips p r = IM.elems . IM.filter f . fmap _crPos . IM.filter g . _creatures
where
f q = dist p q <= r && dist p q > r - 100
g cr = _crID cr /= 0
itemBlips :: Point2 -> Float -> World -> [Point2]
itemBlips p r = IM.elems . IM.filter f . fmap _flItPos . _floorItems
where
f q = dist p q <= r && dist p q > r - 4
wallBlips :: Point2 -> Float -> World -> [Point2]
wallBlips p r w = runIdentity . S.toList_ $ S.mapMaybe (uncurry (intersectCircSegFirst p r) . _wlLine)
$ S.map (over wlLine swp) (wlsInsideCirc p r w)
<> wlsInsideCirc p r w
where
swp (a,b) = (b,a)