| Safe Haskell | Safe-Inferred |
|---|---|
| Language | Haskell98 |
Music.Theory.Tuning.Syntonic
Description
Syntonic tuning.
- mk_isomorphic_layout :: Integral a => a -> a -> (a, a) -> [[(a, a)]]
- minimal_isomorphic_note_layout :: [[(Int, Int)]]
- rank_two_regular_temperament :: Integral a => a -> a -> [(a, a)] -> [a]
- mk_syntonic_tuning :: Int -> [Cents]
- syntonic_697 :: Tuning
- syntonic_702 :: Tuning
Documentation
mk_isomorphic_layout :: Integral a => a -> a -> (a, a) -> [[(a, a)]] Source
Construct an isomorphic layout of r rows and c columns with an upper left value of (i,j).
minimal_isomorphic_note_layout :: [[(Int, Int)]] Source
A minimal isomorphic note layout.
let [i,j,k] = mk_isomorphic_layout 3 5 (3,-4) in [i,take 4 j,(2,-4):take 4 k] == minimal_isomorphic_note_layout
rank_two_regular_temperament :: Integral a => a -> a -> [(a, a)] -> [a] Source
Make a rank two regular temperament from a list of (i,j) positions by applying the scalars a and b.
mk_syntonic_tuning :: Int -> [Cents] Source
Syntonic tuning system based on mk_isomorphic_layout of 5
rows and 7 columns starting at (3,-4) and a
rank_two_regular_temperament with a of 1200 and indicated
b.
mk_syntonic_tuning of 697.
divisions syntonic_697 == 17
let c = [0,79,194,273,309,388,467,503,582,697,776,812,891,970,1006,1085,1164] in cents_i syntonic_697 == c
mk_syntonic_tuning of 702.
divisions syntonic_702 == 17
let c = [0,24,114,204,294,318,408,498,522,612,702,792,816,906,996,1020,1110] in cents_i syntonic_702 == c