Common chord (music)

Common chord in the keys of G, D, and A major; as well as E, B, and F♯ minor.

A common chord, in the theory of harmony, is a chord that is diatonic to more than one key or, in other words, is common to two keys.^[1] A "common chord" may also be defined simply as a triadic chord^[2] (e.g., C–E–G), as one of the most commonly used chords in a key (I–IV–V–vi–ii),^[3] more narrowly as a triad in which the fifth is perfect (i.e., a major or minor triad), in which sense it is alternatively referred to as a "perfect chord"^[4][5] or, more narrowly still (in American practice), as a major triad only.^[6][7][8]

Common chords are frequently used in modulations, in a type of modulation known as common chord modulation or diatonic pivot chord modulation. It moves from the original key to the destination key (usually a closely related key) by way of a chord both keys share. For example, G major and D major have 4 chords in common: G, Bm, D, Em. This can be easily determined by a chart similar to the one below, which compares chord qualities. The I chord in G major—a G major chord—is also the IV chord in D major, so I in G major and IV in D major are aligned on the chart.

Any chord with the same root note and chord quality can be used as the "pivot chord." However, chords that are not generally found in the style of the piece (for example, major VII chords in a Bach-style chorale) are also not likely to be chosen as the pivot chord. The most common pivot chords are the predominant chords (ii and IV) in the new key. When analyzing a piece that uses this style of modulation, the common chord is labeled with its function in both the original and the destination keys, as it can be seen either way.

A chord is common to, or shared by, six keys: three major keys, and three relative minor keys. For example, a C major chord is contained in F, C, and G major as well as D, A, and E minor.

Related keys

The number of diatonically occurring chords that two keys share is a measure of how closely related they are. A closely related key can be defined as one that has many common chords. A relative major or minor key has all of its chords in common; a dominant or subdominant key has four in common. Less closely related keys have two or fewer chords in common.

For example, C major and A minor have 7 common chords while C major and F♯ major have 0 common chords.

See also

• Enharmonic scale

Sources

1. ↑ Bruce Benward and Nadine Saker, Music in Theory and Practice Vol. I (Boston: , 2003): p. 244. ISBN 978-0-07-294262-0.
2. ↑ Artemas Nixon Johnson, Practical Instructions in Harmony, upon the Pestalozzian or Inductive System (<!place of publication needed.-->: Ditson, 1854): p. 5.
3. ↑ Brad Hill, The Complete Idiot's Guide to Playing Piano (, 2001): pp. 133&135. ISBN 978-0-02-864155-3.
4. ↑ "^{[term needed]}". Oxford English Dictionary (3rd ed.). Oxford University Press. September 2005.  (Subscription or UK public library membership required.), entry "chord, n.2", sense 3.a.
5. ↑ Michael Kennedy, "Common Chord", The Oxford Dictionary of Music, second edition, revised (Oxford and New York: Oxford University Press, 2006) ISBN 9780198614593.
6. ↑ Don Michael Randel, "Common Chord", Harvard Dictionary of Music, fourth edition, Harvard University Press Reference Library 16 (Cambridge: Harvard University Press 2003): 193. ISBN 978-0-674-01163-2.
7. ↑ Anon. "Common Chord", The Oxford Companion to Music, edited by Alison Latham (Oxford and New York: Oxford University Press, 2002). ISBN 978-0-19-866212-9.
8. ↑ Anon., "Common Chord", The New Grove Dictionary of Music and Musicians, second edition, edited by Stanley Sadie and John Tyrrell (London: Macmillan Publishers, 2001).