Minor chord
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A minor chord is a triad with a minor third and a perfect fifth above the root. The minor triad built on C is spelled C–E♭–G.
Structure
The minor chord timbre is sometimes described as darker than its major counterpart. The primary intervals in a minor chord are the minor third above the root, and the perfect fifth above the root. There is a major third between the third and fifth. It is a tertian chord because it is built in thirds.
In harmonic analysis and on lead sheets, a major chord is often indicated by the letter of its root. A minor triad is represented by the integer notation {0,3,7}.
Just intonation
ⓘ ⓘ ⓘ ⓘ
In just intonation, a minor chord is tuned in the frequency ratio 10:12:15, reflecting an appearance of the minor chord in the harmonic series. The ratio was refined to 10/9:4/3:5/3 by Ben Johnston. In a just scale, the triad appears on iii, vi, ♭vi, ♭iii, and vii.
A justly tuned perfect fifth is 702 cents, compared to 700 in equal temperament. The just minor third is 316 cents, where the equal interval is 300.
Alternate just minor chord tunings include:
- 16:19:24
- 6:7:9
- The Pythagorean minor triad: 54:64:81.
Georg Andreas Sorge derived the minor chord from the confluence of two major triads such as F-A-C and C-E-G. An A minor triad arises from the connection. He pointed out that overtones 10, 12, 15, and 18 of the harmonic series form a minor seventh chord.