Modal scales
Created: 2017-11-25 14:12:34 -0800 Modified: 2017-11-25 14:54:41 -0800
What they are
Section titled What they areThey’re just shifts of the major scale:
C Ionian:
D Dorian:
…and so on.
Remembering them
Section titled Remembering themMnemonic
Section titled MnemonicI Don’t Play Loud Music Around Libraries
Ionian
Dorian
Phrygian
Lydian
Mixolydian
Aeolian
Locrian
Differences in scale degrees
Section titled Differences in scale degreesBy just knowing the mnemonic above and shifting the C scale around, you can figure out the following, but here it is listed out easily:
Mode # | Mode | 1 | 2 | 3 | 4 | 5 | 6 | 7 |
---|---|---|---|---|---|---|---|---|
1st | Ionian | |||||||
2nd | Dorian | flat | flat | |||||
3rd | Phrygian | flat | flat | flat | flat | |||
4th | Lydian | sharp | ||||||
5th | Mixolydian | flat | ||||||
6th | Aeolian | flat | flat | flat | ||||
7th | Locrian | flat | flat | flat | flat | flat |
The numbered columns represent the notes in a scale. For example, the C Ionian scale is just a C major scale, so 1 is C, 2 is D, etc.
Suppose you want G Lydian and you didn’t have this table. You’d go through this process:
- Lydian is the fourth mode of the seven modes, so which major scale has G a perfect fourth from the tonic? D does.
- The D major scale has two sharps: F# and C#.
- Thus, the G Lydian mode is
Instead, by using the table, we can do this process:
- G major’s only accidental is F#
- Lydian shows that we should make the fourth scale degree sharp (C → C#)
- Thus, the G Lydian mode is the same as what’s shown above