Modes

Modes of Db melodic minor

ModeRootNotesTonic chord
1Melodic minorDbDb Eb Fb Gb Ab Bb CDbmMaj7Open page
2Dorian b2EbEb Fb Gb Ab Bb C DbEbm7Open page
3Lydian augmentedFbFb Gb Ab Bb C Db EbFbmaj7#5
4Lydian dominantGbGb Ab Bb C Db Eb FbGb7Open page
5Mixolydian b6AbAb Bb C Db Eb Fb GbAb7Open page
6Locrian natural 2BbBb C Db Eb Fb Gb AbBbm7b5Open page
7AlteredCC Db Eb Fb Gb Ab BbCm7b5Open page

Db Melodic minor

Fretboard

FbGbAbBbCDbEbFbBbCDbEbFbGbAbEbFbGbAbBbCDbAbBbCDbEbFbGbCDbEbFbGbAbBbFbGbAbBbCDbEbFb

Db Eb Fb Gb Ab Bb C

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Computed from music theorychordfolk.com

Method

How this is computed

How notes are spelled

Every scale and chord is stored as a degree formula, such as 1 b3 4 5 b7, and not as a list of steps. Steps cannot spell notes correctly: F# major has to contain E#, not F.

To spell a note, Chordfolk takes the letter that is the right number of steps above the root's letter, then adds the sharp or flat that makes the pitch come out right. The notes inside a scale are always spelled this way, so D major has F# and F major has Bb.

If a note would need more than a double sharp or double flat, Chordfolk does not respell it quietly. It tells you, and suggests an enharmonic root to try instead.

How modes are found

A mode is a parent scale started from a different degree. D dorian uses the same notes as C major, but D is home.

Chordfolk derives every mode by rotation. It starts the parent's pattern at the mode's degree, measures each note from the new root, writes the result as a degree formula, and spells it with the normal rules. No mode formula is typed by hand.

A parent is named by a standard key, so Db locrian is mode 7 of D major, and C# lydian is mode 4 of Ab major.