432. A GENERAL HARMONY TYPE OF SONGS WHERE 3 SAD DIATONIC MODES AS HARMONIC TRIPLET OF CHORDS RESOLVE TO A HAPPY DIATONIC MODE AND HARMONIC TRIPLET OF CHORDS

 This type of harmony can be within a single diatonic scale e.g. C or 3 diatonic scales in harmonic relations e.g. G C F 

The harmonic triplets of chords per mode are the next

 Diatonic harmonic triads 

(Xn)m->(Xn+1)M->(Xn+2)M     (e.g. 2m7->5M->1M) Myxolidian  harmonic triad

(Xn)m->(Xn+1)m->(Xn+2)m   (e.g. 3m7->6m->2m) Aeolian harmonic triad

(Xn)M->(Xn+1)M->(Xn+2)M     (e.g. 5M7->1M->4M)  Ionian harmonic triad

All of them  are the next

1. IONIAN  :  HARMONIC TRIPLET (5M, 1M, 4M)
2. DORIAN  : HARMONIC TRIPLET (6m, 2m, 5M)
3. PHRYGIAN : HARMONIC TRIPLET (7d, 3m, 6m)
4. LYDIAN: (SEMI) HARMONIC TRIPLET  (1M, 4M, 7d)
5. MIXOLYDIAN: HARMONIC TRIPLET  (2m,5M, 1M)
6. AEOLIAN: HARMONIC TRIPLET (3m,6m, 2m)
7. LOCRIAN: (SEMI) HARMONIC TRIPLET  (4M, 7d, 3m)

E.g. in a single diatonic scale

1) Phrygian, Aeolian Dorian resolving to Ionian 

2) Phrygian, Aeolian Dorian resolving to Mixolydian

3) Aeolina, Dorian Mixolydian resolving to Ionian

Or in 2 diatonic scales in harmonic relation e.g. G C F

1) Phrygian of G, Phrygian of C , Phrygian of F  resolving  to Ionian of C

2) Aeolian of G, Aeolina of C , Aeolina of F  resolving  to Ionian of C

3) Dorian of G, Dorian of C , Dorian of F  resolving  to Ionian of C

4) Mixolydian of G, Mixolydian of C , Mixolydianof F  resolving  to Ionian of C