The omnibus progression in music is a chord progression characterized by chromatic lines moving in opposite directions.[1] The progression has its origins in the various Baroque harmonizations of the descending chromatic fourth in the bass ostinato pattern of passacaglia, known as the "lament bass".[2] However, in its fullest form the omnibus progression involves a descent in the bass which traverses a whole octave and includes every note of the chromatic scale. It may also include one or more chromatic ascending tetrachords in the soprano, tenor and alto.
![{
\override Score.SpacingSpanner.strict-note-spacing = ##t
\set Score.proportionalNotationDuration = #(ly:make-moment 1/4)
\override Score.TimeSignature #'stencil = ##f
\new PianoStaff <<
\new Staff <<
\new Voice \relative c' {
\set Score.tempoHideNote = ##t \tempo 2 = 80
\stemUp \clef treble \key c \major \time 14/2
f2 fis! g gis gis! gis! aes! aes! aes! aes! a! bes! b!1
}
\new Voice \relative c' {
\stemDown
d2 d d d dis! e f! f f f f f f1
}
>>
\new Staff <<
\new Voice \relative c' {
\stemUp \clef bass \key c \major \time 14/2
b2 b b b b b ces! c! des! d! d d d1
}
\new Voice \relative c' {
\stemDown
g2_\markup { \translate #'(-1 . 0) { \concat { "(G" \raise #1 \small "7" \hspace #2 "Bm" \combine \raise #1 \small 6 \lower #1 \small 4 \hspace #2 "G" \combine \raise #1 \small 4 \lower #1 \small 2 ")" \hspace #2 "(E" \raise #1 \small "7" \hspace #1.5 "G♯m" \combine \raise #1 \small 6 \lower #1 \small 4 \hspace #1.5 "E" \combine \raise #1 \small 4 \lower #1 \small 2 ")" \hspace #2 "(D♭" \raise #1 \small "7" \hspace #1 "Fm" \combine \raise #1 \small 6 \lower #1 \small 4 \hspace #2 "D♭" \combine \raise #1 \small 4 \lower #1 \small 2 ")" \hspace #1.5 "(B♭" \raise #1 \small "7" \hspace #1 "Dm" \combine \raise #1 \small 6 \lower #1 \small 4 \hspace #2 "B♭" \combine \raise #1 \small 4 \lower #1 \small 2 ")" \hspace #2.5 "G" \raise #1 \small "7" } } }
fis! f! e dis! d! des! c ces! bes! a aes! g1 \bar "||"
}
>>
>> }](http://upload.wikimedia.org/score/s/4/s4uw36a7b827lk0qj8q6bc40bw2gflw/s4uw36a7.png)
They are also known as "chromatic wedge progressions", in reference to their wedge-like appearance in score.[3] The origin of the term "omnibus" (Latin: "for all") to describe such a sequence is unclear, but it is of note that the chord progression encompasses all of the notes in the chromatic scale.
A simple example
editThe following example is in C major. The lowest part is a "lament bass" that descends from the tonic to the dominant using chromatic passing tones before returning at the end up to the tonic in a perfect cadence. The upper voice moves in the opposite direction from the dominant note up to the tonic. The chord names are given, followed where necessary by the inversion in figured bass. For example, 'Cm6
4 ' refers to a C minor triad in second inversion, and G4
2 is a G dominant seventh in third inversion.
A more extended treatment of this version of the omnibus could be:
C G6
5B♭7 Dm6
4B♭4
2G7 Bm6
4G4
2E7 G♯m6
4E4
2C♯7 Fm6
4C♯4
2B♭7 Dm6
4B♭4
2G7 C
For the purposes of composition, the pattern may be halted at any point, and in so doing may facilitate modulation to any desired key.
Dominant prolongation
editModern theorists such as Telesco explain how small sections of omnibus progression (signified in example 1 by brackets around groups of chords) can be viewed as an instance of dominant prolongation achieved through voice exchange. Example 2 (above) is effectively a prolongation of the dominant seventh chord G7 which utilises chromatic voice movement. The bass voice descends chromatically while the upper voice ascends chromatically, and the inner voices remain stationary on the notes of D and F. Eventually the chromatic movement results in a new inversion of the dominant seventh chord G7, resolving to the tonic chord C.
References
edit- ^ Yellin, Victor Fell. The Omnibus Idea. Warren, Michigan: Harmonie Park Press, 1998.
- ^ Telesco, Paula. "Enharmonicism and the Omnibus Progression in Classical-Era Music." Music Theory Spectrum, vol. 20, no. 2. (Autumn 1998), pp. 242–279.
- ^ Gauldin, Robert. "The Theory and Practice of Chromatic Wedge Progressions in Romantic Music." Music Theory Spectrum, vol. 26, no. 1. (Spring 2004), pp. 1–22.
Further reading
edit- Kostka, Stefan, and Dorothy Payne. Tonal Harmony. 6th edition. New York: McGraw-Hill, 2009. (pp. 476–480)
- Laitz, Steven G. The Complete Musician. 2nd edition. New York: Oxford University Press, 2008. (pp. 845–846)