Triads Charts
Printable list of charts of all
F# Dorian Triads
F# Dorian Triads
Scales ยป F# Dorian
Construction
Second degree of the diatonic scale. This Dorian scale is constructed by starting with the root note of F# and following a the sequence of steps: W H W W W H W. The 'W' (whole step) means to skip a note, and the
'H' (half step), means to pick the very next note. The
final step in the sequence will always end at the root note
(one octave higher).
Here is this process represented visually:
Primary Triads
All Chords By Type
Chords that are compatible with this scale.
| Chord Type | Chords |
|---|---|
| 7th Suspended Four Flat 9th | G#7sus4b9 |
| 7th Suspended Fourth | C#7sus, B7sus, G#7sus, F#7sus |
| 7th Suspended Second | C#7sus2, B7sus2, F#7sus2 |
| Added 9th | Eadd9, Badd9, Aadd9 |
| Diminished | D#dim |
| Dominant 6th | B7(6) |
| Dominant 7th | B7 |
| Dominant 9th | B9 |
| Dominant Eleventh | B11 |
| Dominant Thirteenth | B13 |
| Half-Diminished 7th | D#m7(b5) |
| Major | E, B, A |
| Major 2nd | E2, B2, A2 |
| Major 6th | EM6, BM6, AM6 |
| Major 7th | EM7, AM7 |
| Major 7th Flat Fifth | AMaj7b5 |
| Major 9th | EM9, AM9 |
| Major 9th Flat Fifth | AMaj9b5 |
| Major Added 11th | Eadd11, Badd11 |
| Major Eleventh | EM11 |
| Major Thirteenth | EM13 |
| Minor | C#m, G#m, F#m |
| Minor 2nd | C#m2, F#m2 |
| Minor 6th | F#m6 |
| Minor 7th | C#m7, G#m7, F#m7 |
| Minor 7th Flat Thirteenth | C#m7b13, G#m7b13 |
| Minor 9th | C#m9, F#m9 |
| Minor Added 11th | C#madd11, G#madd11, F#madd11 |
| Minor Added 9th | C#madd9, F#madd9 |
| Minor Eleventh | C#m11, F#m11 |
| Minor Eleventh Flat Nine | G#m11b9 |
| Minor Six-Nine | F#m6/9 |
| Minor Thirteenth | F#m13 |
| Powerchord | E5, C#5, B5, A5, G#5, F#5 |
| Six-Nine | E6/9, B6/9, A6/9 |
| Suspended Fourth | Esus, C#sus, Bsus, G#sus, F#sus |
| Suspended Second | Esus2, C#sus2, Bsus2, Asus2, F#sus2 |
Related Items
Extended Chords Charts
Printable list of charts of all
F# Dorian Extended Chords
F# Dorian Extended Chords
Scale Charts
Printable list of scale charts for in this scale and tuning.