Harmonic field can be understood as a set of chords generated by a certain scale, for example the harmonic field of the G MAJOR scale is: G, Am, Bm, C, D, Em, F#m(5b).
Harmonic Major Field
The harmonic major field follows the following chord logic, taking the C major scale as an example (the C major scale consists of the notes C, D, E, F, G, A, B):
- 1st degree – major chord – C
- 2nd degree – minor chord – Dm
- 3rd degree – minor chord – Em
- 4th degree – major chord – F
- 5th degree – major chord – G
- 6th degree – minor chord – Am
- 7th degree – diminished minor chord – B°
Check the table below for the major harmonic field of all tones:
Just remember that C# = Db, D# = Eb, F# = Gb, G# = Ab and A# = Bb!
Natural Minor Harmonic Field
The harmonic field of the natural minor scale has the same chords as the harmonic field of the major scale, but starting from the 6th degree (which is also called the relative minor). Taking the tonality of A minor as an example, it will have the same chords as the harmonic field of the tonality of C major, see: Am, B°, C, Dm, Em, F, G.
The chord progression follows this pattern:
- 1st degree – minor chord – Am
- 2nd degree – diminished minor chord – B°
- 3rd degree – major chord – C
- 4th degree – minor chord – Dm
- 5th degree – minor chord – Em
- 6th degree – major chord – F
- 7th degree – major chord – G
Check the table below for the natural minor harmonic field of all tones:
I hope I have helped you understand the natural major and minor harmonic field!!!!
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