A Super Locrian (Altered Scale)

Notes in the A Super Locrian (Altered Scale)

Degree Name Note Frequency (A=440)
1 Tonic A 440.000 Hz
♭2 Altered 2nd A# 466.164 Hz
♭3 Minor Mediant C 261.626 Hz
♭4 Altered 4th C# 277.183 Hz
♭5 Tritone D# 311.127 Hz
♭6 Altered 6th F 349.228 Hz
♭7 Subtonic G 391.995 Hz

Interval Pattern

Formula: H-W-H-W-W-W-W
Step Interval Semitones From Note To Note
1 Half Step (H) 1 A A#
2 Whole Step (W) 2 A# C
3 Half Step (H) 1 C C#
4 Whole Step (W) 2 C# D#
5 Whole Step (W) 2 D# F
6 Whole Step (W) 2 F G
7 Whole Step (W) 2 G A

Chords Built on Scale Degrees

Degree Note Chord Quality
1 A A diminished diminished
♭2 A# A# minor minor
♭3 C C minor minor
♭4 C# C# augmented augmented
♭5 D# D# major
♭6 F F major
♭7 G G diminished diminished

Key Signature

3 — The A key signature uses F#, C#, G#.

A Super Locrian (Altered Scale) in Practice

The A Super Locrian (Altered Scale) uses the key signature of 3 sharps (F#, C#, G#). A major has three sharps (F#, C#, G#) and a bright, clear sound. It is extremely common in popular music and rock, particularly on guitar, and is easily sung by most voices. On guitar, A positions offer open-string resonance for fingering positions for this scale.

The Super Locrian (or Altered scale) is mode VII of melodic minor. It contains every possible alteration of the dominant scale and is the definitive jazz scale for altered dominant chord resolution.

Tuning Frequencies Across Temperaments

Frequencies shown at A=440 Hz. View full temperament data for any note.

Note Equal Temp. Pythagorean Just Intonation
A 440.000 Hz 440.000 Hz 436.043 Hz
A# 466.164 Hz 463.538 Hz 470.926 Hz
C 261.626 Hz 260.740 Hz 261.626 Hz
C# 277.183 Hz 278.437 Hz 279.067 Hz
D# 311.127 Hz 309.026 Hz 313.951 Hz
F 349.228 Hz 347.654 Hz 348.834 Hz
G 391.995 Hz 391.111 Hz 392.438 Hz

Related Scales

Guitar: A Super Locrian (Altered Scale) Positions

The A key offers 3 sharps (F#, C#, G#) on guitar. Sharp-side keys like A are idiomatic guitar keys because open strings (E, A, D, G, B, E) align with the scale's natural resonance points.