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authorWilliam Carroll <wpcarro@gmail.com>2020-04-12T22·32+0100
committerWilliam Carroll <wpcarro@gmail.com>2020-04-12T22·32+0100
commit3ee1b1f670c05234bbd5e76d3d62f2703c28d549 (patch)
tree91938188938e3441641d31cae2c0e4bbd78f7194 /website
parentbf460fe5acaa4183574e1466076baed58f64553c (diff)
Support suspended chords
I'm not sure how valuable it is to study all of the inversions of the suspended
chords. Maybe it is. I'll let the users decide.
Diffstat (limited to 'website')
-rw-r--r--website/sandbox/chord-drill-sergeant/src/Theory.elm30
1 files changed, 30 insertions, 0 deletions
diff --git a/website/sandbox/chord-drill-sergeant/src/Theory.elm b/website/sandbox/chord-drill-sergeant/src/Theory.elm
index 9d39a4cad5be..33137d9ffba5 100644
--- a/website/sandbox/chord-drill-sergeant/src/Theory.elm
+++ b/website/sandbox/chord-drill-sergeant/src/Theory.elm
@@ -169,6 +169,8 @@ may cause more problems than it solves.
 -}
 type ChordType
     = Major
+    | Sus2
+    | Sus4
     | Major7
     | MajorDominant7
     | Minor
@@ -292,6 +294,12 @@ chordTypeName chordType =
         Major ->
             "major"
 
+        Sus2 ->
+            "suspended 2"
+
+        Sus4 ->
+            "suspended 4"
+
         Major7 ->
             "major 7th"
 
@@ -388,6 +396,26 @@ intervalsForChordType chordType chordInversion =
         ( Major, Second ) ->
             [ down (NHalves 5), up MajorThird ]
 
+        -- Sus2
+        ( Sus2, Root ) ->
+            [ up Whole, up PerfectFifth ]
+
+        ( Sus2, First ) ->
+            [ down (NHalves 10), down (NHalves 5) ]
+
+        ( Sus2, Second ) ->
+            [ down (NHalves 5), up Whole ]
+
+        -- Sus4
+        ( Sus4, Root ) ->
+            [ up (NHalves 5), up PerfectFifth ]
+
+        ( Sus4, First ) ->
+            [ down (NHalves 7), down (NHalves 5) ]
+
+        ( Sus4, Second ) ->
+            [ down (NHalves 5), up (NHalves 5) ]
+
         -- Major7
         ( Major7, Root ) ->
             [ up MajorThird, up PerfectFifth, up MajorSeventh ]
@@ -816,6 +844,8 @@ allInversions =
 allChordTypes : List ChordType
 allChordTypes =
     [ Major
+    , Sus2
+    , Sus4
     , Major7
     , MajorDominant7
     , Minor