haskore-0.1.0.2: The Haskore Computer Music System Source code Contents Index

Haskore.Interface.CSound.Generator

Synopsis

data T = Routine Number [Parameter] | SoundFile SFName SkipTime ChanNum type SFName = String type SkipTime = Time type ChanNum = Float type Number = Int type Parameter = Float soundFile :: SFName -> SkipTime -> ChanNum -> T tableValues :: [Parameter] -> T polynomial :: Interval -> Coefficients -> T type Interval = (Float, Float) type Coefficients = [Float] exponential1 :: StartPt -> [(SegLength, EndPt)] -> T type StartPt = Float type SegLength = Float type EndPt = Float exponential2 :: [Point] -> T type Point = (Float, Float) cubic :: StartPt -> [(SegLength, EndPt)] -> T lineSeg1 :: StartPt -> [(SegLength, EndPt)] -> T lineSeg2 :: [Point] -> T cubicSpline :: StartPt -> [(SegLength, EndPt)] -> T compSine1 :: [PStrength] -> T type PStrength = Float compSine2 :: [(PNum, PStrength, PhaseOffset)] -> T type PNum = Float type PhaseOffset = Float compSine3 :: [(PNum, PStrength, PhaseOffset, DCOffset)] -> T type DCOffset = Float cosineHarms :: NHarms -> LowestHarm -> Mult -> T type NHarms = Int type LowestHarm = Int type Mult = Float randomTable :: RandDist -> T data RandDist = Uniform | Linear | Triangular | Expon | BiExpon | Gaussian | Cauchy | PosCauchy toStatementWords :: T -> [String]

Documentation

data T Source

Constructors Routine Number [Parameter] SoundFile SFName SkipTime ChanNum Instances Show T

type SFName = String Source

type SkipTime = Time Source

type ChanNum = Float Source

type Number = Int Source

type Parameter = Float Source

soundFile :: SFName -> SkipTime -> ChanNum -> T Source

tableValues :: [Parameter] -> T Source

polynomial :: Interval -> Coefficients -> T Source

type Interval = (Float, Float) Source

type Coefficients = [Float] Source

exponential1 :: StartPt -> [(SegLength, EndPt)] -> T Source

type StartPt = Float Source

type SegLength = Float Source

type EndPt = Float Source

exponential2 :: [Point] -> T Source

type Point = (Float, Float) Source

coordinates. The folowing pair will determine the next local minimum/maximum, followed by the second point of inflexion, etc. begin{haskelllisting}

cubic :: StartPt -> [(SegLength, EndPt)] -> T Source

lineSeg1 :: StartPt -> [(SegLength, EndPt)] -> T Source

lineSeg2 :: [Point] -> T Source

cubicSpline :: StartPt -> [(SegLength, EndPt)] -> T Source

compSine1 :: [PStrength] -> T Source

type PStrength = Float Source

compSine2 :: [(PNum, PStrength, PhaseOffset)] -> T Source

type PNum = Float Source

type PhaseOffset = Float Source

compSine3 :: [(PNum, PStrength, PhaseOffset, DCOffset)] -> T Source

type DCOffset = Float Source

where $r$ is the multiplier). begin{haskelllisting}

cosineHarms :: NHarms -> LowestHarm -> Mult -> T Source

type NHarms = Int Source

type LowestHarm = Int Source

type Mult = Float Source

randomTable :: RandDist -> T Source

data RandDist Source

Constructors Uniform Linear Triangular Expon BiExpon Gaussian Cauchy PosCauchy Instances Enum RandDist Eq RandDist Ord RandDist Show RandDist

toStatementWords :: T -> [String] Source

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