Klang (music)
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music Music is generally defined as the art of arranging sound to create some combination of form, harmony, melody, rhythm or otherwise expressive content. Exact definitions of music vary considerably around the world, though it is an aspect ...
, ''klang'' (also "clang") is a term sometimes used to translate the German ''Klang'', a highly polysemic word. Technically, the term denotes any periodic sound, especially as opposed to simple periodic sounds (sine tones). In the German lay usage, it may mean "sound" or "tone" (as synonymous to ''Ton''), "musical tone" (as opposed to noise), "note", or "timbre"; a chord of three notes is called a ''Dreiklang'', etc. ''Klang'' has been used among others by Hugo Riemann and by Heinrich Schenker. In translations of their writings, it has erroneously been rendered as " chord" and more specifically as "chord of nature". The idea of the chord of nature connects with earlier ideas that can be found especially in French music theory. Both
Hugo Riemann Karl Wilhelm Julius Hugo Riemann (18 July 1849 – 10 July 1919) was a German musicologist and composer who was among the founders of modern musicology. The leading European music scholar of his time, he was active and influential as both a musi ...
and
Heinrich Schenker Heinrich Schenker (19 June 1868 – 14 January 1935) was a Galician-born Austrian music theorist whose writings have had a profound influence on subsequent musical analysis. His approach, now termed Schenkerian analysis, was most fully exp ...
implicitly or explicitly refer to the theory of the chord of nature (which they recognize as a triad, a ''Dreiklang''), but both reject the theory as a foundation of music because it fails to explain the
minor triad In music theory, a minor chord is a chord that has a root, a minor third, and a perfect fifth. When a chord comprises only these three notes, it is called a minor triad. For example, the minor triad built on C, called a C minor triad, has pitch ...
. The theory of the chord of nature goes back to the discovery and the description of the harmonic partials (harmonic
overtone An overtone is any resonant frequency above the fundamental frequency of a sound. (An overtone may or may not be a harmonic) In other words, overtones are all pitches higher than the lowest pitch within an individual sound; the fundamental i ...
s) in the 17th century.


Klang

The word "klang" (or "clang") has often been used in English as a translation of the German ''Klang'' ("sound"), e.g. in the English translation of Riemann's ''Vereinfachte Harmonielehre''. Among the few usages found in scholarly literature to denote the 'chord of nature', one may quote Ruth Solie, who speaks of "the
major triad In music theory, a major chord is a chord that has a root, a major third, and a perfect fifth. When a chord comprises only these three notes, it is called a major triad. For example, the major triad built on C, called a C major triad, has pitch ...
or ''Naturklang'' as found in the overtone series", or Benjamin Ayotte, who refers to an article by Oswald Jonas in 1937 which apparently makes use of the term. The confusion by which the term has been used to denote a chord (instead of a complex sound) probably arises with
Rameau Jean-Philippe Rameau (; – ) was a French composer and music theorist. Regarded as one of the most important French composers and music theorists of the 18th century, he replaced Jean-Baptiste Lully as the dominant composer of French opera an ...
's theory of ''Résonance''. Rameau had misunderstood
Joseph Sauveur Joseph Sauveur (24 March 1653 – 9 July 1716) was a French mathematician and physicist. He was a professor of mathematics and in 1696 became a member of the French Academy of Sciences. Life Joseph Sauveur was born in La Flèche, the son of a ...
's experiments, intended to demonstrate the existence of overtones, and believed that the harmonic partials arose from a resonance within the fundamental note, to which he gave the name ''corps sonore'', often translated as ''Klang'' in German. As
Henry Klumpenhouwer Henry Klumpenhouwer is a Canadian musicologist and former professor at the University of Alberta. He currently teaches at the Eastman School of Music. A former PhD student of David Lewin and the inventor of Klumpenhouwer networks, which are named a ...
writes, ''Klang'', he adds, ''Klang'', therefore, should in most cases better be understood as "the fundamental sound", possibly "the sound of nature". Riemann defines the ''Klang'' as "a compound sound": He adds that And Schenker, although he recognizes that "the Klang as it exists in Nature is a triad", nevertheless stresses that And further:


Chord of nature

According to
Nicholas Cook Nicholas Cook, (born 5 June 1950COOK, Prof. Nicholas (John)’, Who's Who 2012, A & C Black, 2012; online edn, Oxford University Press, Dec 2011 ; online edn, Nov 201accessed 9 April 2012/ref>) is a British musicologist and writer born in Athens ...
, the theory of the chord of nature is a striking manifestation of the recurrent strive, "to understand music as an ultimately physical phenomenon". The theory appears to first have developed in French theory, culminating in Catel's ''Traité d'harmonie'' of 1802. Catel writes: This became a dogma of the
Paris Conservatoire The Conservatoire de Paris (), also known as the Paris Conservatory, is a college of music and dance founded in 1795. Officially known as the Conservatoire National Supérieur de Musique et de Danse de Paris (CNSMDP), it is situated in the avenue ...
: all chords that can be found in the major or minor dominant 9th are "natural", all others are "artificial". The "chord of nature" is here considered dissonant. Some theorists (including Schenker or Maurice Emmanuel) considered that overtones higher than the fifth (or sixth) could not be heard and that no dissonance could ever be justified by the harmonic series. Maurice Emmanuel wrote This statement has been one source of
Jacques Chailley Jacques Chailley (24 March 1910 – 21 January 1999) was a French musicologist and composer. Alain Lompech, "Jacques Chailley, musicologue-praticien et infatigable chercheur", ''Consociatio internationalis musicæ sacræ, Musicæ sacræ ministeriu ...
's evolutionary theory, describing music history as the progressive understanding and usage of higher overtones. The theory of the Chord of Nature was fashionable in the early 20th century. It figures prominently, for instance, in Schönberg's ''Harmonielehre'':


Sound of nature

The quotations above have shown the ambiguity of the word "klang", often taken to mean a "chord" but better understood as a complex or compound sound. The theory of the chord of nature does not resist examination because a chord by definition consists of several notes, each with its own overtone series. To view the overtones of a given fundamental note as a natural "model" to be imitated in art, as Schenker does, is not at all the same thing as viewing as model a chord built of several notes above the same root. The ''Klang'', defined by Riemann as a compound sound (i.e. a note with its overtones), and the "chord of nature", defined by Schenker as a model needing "condensation" for the artistic usageSchenker, Heinrich (1979), ''Free Composition'', O. Jonas ed., E. Oster transl., § 1 are but abstract concepts.


See also

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Consonance and dissonance In music, consonance and dissonance are categorizations of simultaneous or successive Sound, sounds. Within the Western tradition, some listeners associate consonance with sweetness, pleasantness, and acceptability, and dissonance with harshness ...
*''
Klangfarbenmelodie ''Klangfarbenmelodie'' (German for "sound-color melody") is a musical technique that involves splitting a musical line or melody between several instruments, rather than assigning it to just one instrument (or set of instruments), thereby adding c ...
'' *
Linear progression In music, a linear progression (''Auskomponierungszug'' or ''Zug'', abbreviated: ''Zg.'') is a passing note elaboration involving stepwise melodic motion in one direction between two harmonic tones. "The compositional unfolding of a specific in ...
*
Otonality and Utonality ''Otonality'' and ''utonality'' are terms introduced by Harry Partch to describe chords whose pitch classes are the harmonics or subharmonics of a given fixed tone (identity), respectively. For example: , , ,... or , , ,.... Definition ...


Sources

{{Schenkerian analysis Chords Harmonic series (music) Riemannian theory Schenkerian analysis