Rule of the octave explained

The rule of the octave is a way of harmonizing each note of the diatonic scale, reflecting common practice, and has its origin in the practice of thorough bass, or basso continuo, where it provided an easy way to find which chord could accompany each note of the scale in the bass, particularly in the absence of figuring. The earliest description of the chords harmonizing an octave may be that by Antonio Bruschi in 1711.[1] The name (règle des octaves, "rule of the octaves") was first given by François Campion in 1716.[2] The rule of the octave also formed the cornerstone of the "regole" (rules) of partimento collections.[3] There is normally a different harmonization for ascending and descending bass lines, and, although called a rule, there are several variants with different chords. Different versions for the major and minor scales are recorded.[4] One example for the major scale by John Hiles,[5] (this expansion of Hiles' line contains consecutive fifths of the second and third voices between the sixth and the seventh chords; which can, however, be avoided by crossing these voices e.g. in a choral version):

\new PianoStaff << \new Staff \new Staff \new FiguredBass \new Lyrics >>

See also

Sources

  1. Gregory Barnett, "Tonal organization in seventeenth-century music theory." The Cambridge History of Music Theory, Th. Christensen ed. Cambridge University Press 2002, pp. 442-443.
  2. François Campion, Traité d'accompagnement et de composition, selon la règle des octaves de musique. See Joel Lester, "Rameau and eighteenth-century harmonic theory." The Cambridge History of Music Theory, Th. Christensen ed. Cambridge University Press 2002, pp. 756-757
  3. Web site: Scale Steps. faculty-web.at.northwestern.edu. 2016-07-04. . See Giovanni Furno, Metodo facile e chiara.
  4. Web site: Regola dell'ottava. faculty-web.at.northwestern.edu. 2016-07-04. . See Robert Gjerdingen, An Illustrated Guide to the Rule of the Octave.
  5. Hiles, John (1882). A catechism of harmony, thorough-bass, and modulation, with examples, p. 82.