I occasionally would like to delay specific parts of a pure algorithm while developing / testing, so I can monitor the evaluation simply by watching the lazy result build up piece by piece (which would generally be too fast to be useful in the final, un-delayed version). I then find myself inserting ugly stuff like sum [1..1000000] `seq` q
, which kind of works (though often with the usual thunk-explosion problems, because I never think much about this), but is rather trial-and-error-like.
Is there a nicer, more controllable alternative that's still just as simple, when I want to do some quick testing in that way and can't be bothered to do proper profiling, criterion
etc.?
I'd also like to avoid unsafePerformIO $ threadDelay
, though I reckon this might actually be an appropriate use.
This looping solution avoids calling threadDelay
, but still calls unsafePerformIO
, so maybe we don't gain much:
import Data.AdditiveGroup
import Data.Thyme.Clock
import Data.Thyme.Clock.POSIX
import System.IO.Unsafe
pureWait :: NominalDiffTime -> ()
pureWait time = let tsList = map unsafePerformIO ( repeat getPOSIXTime ) in
case tsList of
(t:ts) -> loop t ts
where
loop t (t':ts') = if (t' ^-^ t) > time
then ()
else loop t ts'
main :: IO ()
main = do
putStrLn . show $ pureWait (fromSeconds 10)
UPDATE: Here's an altenative solution. First determine (using IO
) how many iterations do you need to achieve a given delay, and then just use a pure looping function.
pureWait :: Integer -> Integer
pureWait i = foldl' (+) 0 $ genericTake i $ intersperse (negate 1) (repeat 1)
calibrate :: NominalDiffTime -> IO Integer
calibrate timeSpan = let iterations = iterate (*2) 2 in loop iterations
where
loop (i:is) = do
t1 <- getPOSIXTime
if pureWait i == 0
then do
t2 <- getPOSIXTime
if (t2 ^-^ t1) > timeSpan
then return i
else loop is
else error "should never happen"
main :: IO ()
main = do
requiredIterations <- calibrate (fromSeconds 10)
putStrLn $ "iterations required for delay: " ++ show requiredIterations
putStrLn . show $ pureWait requiredIterations
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