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Landini cadence

A name often used for a cadential formula in which the sixth degree of the scale is interposed between the leading note and its resolution on the tonic or final degree. Examples appear in the music of Francesco Landini but it is common in 15th- and early 16th-century polyphony.



 
 
Music: Landini Cadence

The melodic cadence that moves in the sequence 7-6-8, used primarily by Francesco Landini, and later by other composers.

 
Wikipedia: Landini cadence

A Landini cadence is a type of cadence, a technique in music composition, named after Francesco Landini (1325-1397), a blind Florentine organist, in honor of his extensive use of the technique. The technique was used extensively in the 14th and early 15th century.

Landini cadence on C
Landini cadence on C

In a typical Medieval cadence, a major sixth musical interval is expanded to an octave by having each note move outwards one step. In Landini's version, an escape tone in the upper voice narrows the interval briefly to a perfect fifth before the octave. There could also be an inner voice; in the example the inner voice would move from F to G, in the same rhythm as the lower voice.

Landini was not the first to use the cadence (Gherardello da Firenze appears to be the first, at least whose works have survived), and was not the last: the cadence was still in use well into the 15th century, appearing particularly frequently in the songs of Gilles Binchois. However Landini seems to have been the first to use it consistently. The term was coined in the late 19th century by German writer A.G. Ritter, in his Zur Geschichte des Orgelspiels (Leipzig, 1884).

References

  • David Fallows: "Landini Cadence", Grove Music Online, ed. L. Macy (Accessed January 5, 2006), (subscription access)

External links

  • Discussion on Landini cadence and its uses in later works

 
 

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Music Encyclopedia. The Concise Grove Dictionary of Music. Copyright © 1994 by Oxford University Press, Inc.. All rights reserved.  Read more
Music. © 2003 The Austin Symphony. All Rights Reserved.  Read more
Wikipedia. This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Landini cadence" Read more

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