It's a familiar sound, becoming popular among improvisers of the 1960's, and heard in the music of John Coltrane, McCoy Tyner, Joe Henderson, Woody Shaw and many others of that period and beyond.
Because 027 (C-D-G, in C) contains the intervals of a Maj 2nd, a Perfect 4th, and a Perfect 5th, it's relationship to the Pentatonic Scale becomes apparent. Adding a pair of P4ths to either end of an 027s 1st Rotation forms a pentatonic scale in fourths (E-A-D-G-C = C Pentatonic, or D-G-C-F-Bb = Bb Pentatonic).
The structure of the 027 trichord lends itself to open, quasi “in and out”, sometimes ambiguous polytonal melodic and harmonic possibilities, especially when stringing together multiple, overlapping 027s.
Due to its 1st Rotation (2 P4ths), 027 is considered to be a unique, symmetric trichord. It's 2nd Rotation can be seen as a prime form trichord, as well (5+2 from G, see example below).
Ex. 1 - 027 trichord from C in Prime, 1st and 2nd Rotations -- horizontally and vertically.
Starting on the 2nd eighth note of measure #1: (C-G-D-E-A) = C Maj Pentatonic. Or - looking at it as a pair of overlapping 027 trichords: C-G-D (027 - 1st inversion descending from C), then E-A-B, an 027 2nd inversion - ascending from E.
Likewise - the first 5 notes of measure #2: (Db-Ab-Eb-F-Bb) = Db Maj Pentatonic - a half step up from the pentatonic in measure #1. Or - witness the following overlapping 027s and their rotations: Db-Ab-Eb (1st), Eb-F-Bb (prime), F-Bb-C (2nd) and C-G-D (1st, into measure #3).
In measure #4, 1st Rotation 027s Ab-Eb-Bb and G-C-F (as well as C-F-Bb - jumping the bar line, back to measure #1) complete the line.
A note about the given chord changes - they work in the sense of a traditional ii-V. However the primary tonalities covered by the line are, by measure:
C |Db |D |Ab Bb |
There's no real conflict here, just a different way of looking at it.
B. Stern
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