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Equal temperament - History

Equal temperament - History: Encyclopedia II - Equal temperament - History

Vincenzo Galilei (father of Galileo Galilei) may have been the first person to advocate equal temperament (in a 1581 treatise). The first person known to introduce a mathematically accurate specification for equal temperament is probably Chu Tsai-Yu (朱載堉) in the Ming Dynasty, who published a theory of the temperament in 1584. Soon after, European mathematicians Simon Stevin (1585, inspired by V. Galilei) and Marin Mersenne ( ...

See also:

Equal temperament, Equal temperament - Explanation, Equal temperament - History, Equal temperament - Twelve-tone equal temperament, Equal temperament - Cent values of equal temperament, Equal temperament - Non-12 TET, Equal temperament - Sources

Equal temperament, Equal temperament - Cent values of equal temperament, Equal temperament - Explanation, Equal temperament - History, Equal temperament - Non-12 TET, Equal temperament - Sources, Equal temperament - Twelve-tone equal temperament, Physics of music, Mathematics of musical scales, quarter tone scale, 19 tone equal temperament, 22 tone equal temperament, 31 tone equal temperament, 53 tone equal temperament, 72 tone equal temperament, Pythagorean tuning | just intonation | meantone temperament | well temperament

Equal temperament: Encyclopedia II - Equal temperament - History



Equal temperament - History

Vincenzo Galilei (father of Galileo Galilei) may have been the first person to advocate equal temperament (in a 1581 treatise). The first person known to introduce a mathematically accurate specification for equal temperament is probably Chu Tsai-Yu (朱載堉) in the Ming Dynasty, who published a theory of the temperament in 1584. Soon after, European mathematicians Simon Stevin (1585, inspired by V. Galilei) and Marin Mersenne (1636) accurately described equal temperament.

In 1582, the great Chinese scholar of the Jesuits, Matteo Ricci, commenced his studies at Macao. From 1580, the Viceroy of the Cantonese province had established biannual 'trade fairs' lasting several weeks, at which Chinese and Westerners exchanged ideas and goods. The interchange between East and West was intense just at the moment when Chu Tsai-Yu went into print with his new theory. We do not know the exact mode of transmission of the idea to Europe. Within fifty-two years of Chu's publication, his ideas were published by Pere Marin Mersenne. The Ming Dynasty ended eight years later, but influenced musical theory for many years later.

Twelve tone equal temperament was introduced in the West to permit the playing of music in all keys with an equal amount of mis-tuning in each, without having to provide more than 12 pitches per octave on instruments, while still roughly approximating just intonation intervals. This allows much more facile harmonic motion, while losing some subtlety of intonation. True equal temperament was not available to musicians before about 1870 because scientific tuning and measurement was not available. And in fact, from about 1450 to about 1800 musicians tolerated even less mistuning in the most common keys, like C major. Instead, they used approximations that emphasized the tuning of thirds or fifths in these keys, such as meantone temperament.

At the time equal temperament was beginning to take hold in the West, many people perceived the much-increased mis-tuning of the music, relative to meantone temperament, as a disgrace. Those in opposition to equal temperament worried that the temperament, by degrading the purity of each chord, would degrade the purity of music. The composers against equal temperament included Giuseppe Tartini.

Equal temperament does have a weak point in tonal music. Group of musicians such as string ensemble or a capella, where tuning by microtones can be possible simultaneously during concerts, often prefer to tune the parts comprising each chord in just tuning relative to one another, in order to maximize the effect of consonance. Other instruments, such as wind, keyboard, and fretted-instruments, use equal temperament or quasi-equal temperament, when the instruments have technical limitations to be tuned exactly equal. The dissonance of such temperaments is known to be noticed by an average audience. Some claim that this is especially troubling in the lower register, and had somewhat constrained composers in the classical and romantic eras from writing chords narrower than octave for the left hand in keyboard music, while such examples in cello parts of string quartets are more common. Others hear the dissonance as most troubling in the higher register, where beating between harmonics of mistuned consonances is faster, and where combinational tones, often an entire semitone out-of-tune in equal temperament, are louder.

On the other hand, J. S. Bach wrote The Well-Tempered Clavier to demonstrate the musical possibilities of well temperament, where in some keys the consonances are even more degraded than in equal temperament. There is some reason to believe that when composers and theoreticians of this era wrote of the "colors" of the keys, they described the subtly different dissonances of particular tuning methods, though it is difficult to determine with any exactness the actual tunings used in different places at different times by any composer. (Alternatively, many of these composers may have possessed absolute pitch.) Well temperaments were gradually supplanted by equal temperament over the course of the 19th century, and it is in the environment of equal temperament that the new styles of symmetrical tonality and polytonality, atonal music such as that written with the twelve tone technique or serialism, and jazz (at least its piano component) developed and flourished.

Other related archives

19 tone equal temperament, 19-TET, 19-tET, 22 tone equal temperament, 22-tET, 24-tone, 31 tone equal temperament, 31-TET, 31-tET, 53 tone equal temperament, 53-tET, 72 tone equal temperament, 72-tET, Adriaan Fokker, Bohlen-Pierce scale, Christiaan Huygens, Galileo Galilei, Gamelans, Georg Philipp Telemann, Giuseppe Tartini, J. S. Bach, Joe Maneri, Marin Mersenne, Mathematics of musical scales, Meantone, Meantone temperament, Ming Dynasty, Physics of music, Pythagorean tuning, Simon Stevin, The Well-Tempered Clavier, Vincenzo Galilei, Wendy Carlos, Western music, Wolfgang Amadeus Mozart, a capella, absolute pitch, atonal music, beating, cents, consonance, fifths, frequency, fretted, geometric sequence, harmonic series, hertz, integer notation, jazz, just intonation, justly tuned, keyboard, linear, logarithmic scale, meantone, meantone temperament, minor third, modular arithmetic, music, musical tuning, octave, perfect fourth, pitch classes, polytonality, pseudo-octave, quarter tone, quarter tone scale, ratios, schismatic temperament, serialism, steps, stretched octaves, thirds, triads, tritave, tuning, twelfth root of two, twelve tone technique, well temperament, wind



Adapted from the Wikipedia article "History", under the G.N U Free Docmentation License. Please also see http://en.wikipedia.org/wiki

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