8 notes · a ♭9, ♯9 and ♯11 over a natural 13
The same eight notes started a semitone lower, which turns it into a dominant scale: it holds the root, 3rd and ♭7 with the ♭9, ♯9 and ♯11, and unlike the altered scale it keeps the natural 13.
Heard in: Over a 7♭9 or 13♭9; Coltrane, Herbie Hancock, Bond-film harmony.
The whole scale, with each note’s degree underneath it.
Every degree of this scale builds a diminished seventh, because the scale repeats every minor third. There are only three of these scales altogether, and each holds two diminished sevenths whose eight notes are the whole scale.
The chords on F# whose every note this scale contains, biggest first. The largest of them is the one that pins the scale down: over F#7b9 there is nothing in F# half-whole diminished that can sound wrong.
Every scale on every root is on the scale index, and every chord on the chord index. Where the shapes and the theory come from is on the about page.
Shows each chord the way this style would voice it, and marks which of its alternatives belong to the idiom.