Walk percentage: Difference between revisions

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[[File:Semicomma.png|thumb|right|Semicomma on C {{audio|Semicomma on C.mid|Play}}.]]
 
The '''semicomma''',<ref name="Haluska">Haluska, Jan (2003). ''The Mathematical Theory of Tone Systems'', p.xxix. ISBN 80-88683-28-9.</ref> also '''Fokker's comma''' (after [[31-TET]] pioneer [[Adriaan Fokker]]), is type of small [[interval (music)|musical interval]], or [[comma (music)|comma]], in [[microtonal music]] equivalent to 2109375:2097152,<ref name="Haluska"/> or <math>3^3\cdot5^7:2^{21}</math>. This is a ratio of approximately 1:1.0058283805847168, or about 10.06 [[cent (music)|cent]]s<ref>"[http://www.huygens-fokker.org/docs/intervals.html List of Intervals]", ''Huygens-Fokker.org''.</ref> ({{audio|Semicomma on C.mid|Play}}). It is derived from the difference in pitch between three 75/64 just augmented seconds ({{audio|Just augmented second on C.mid|Play just augmented second}}) and one 8/5 just minor sixth ({{audio|Just minor sixth on C.mid|Play minor sixth}}) begun on the same root ((3 × 274.58) - (1 × 813.69) = 823.74 - 813.69 = 10.05 cents).<ref>"[http://xenharmonic.wikispaces.com/semicomma Semicomma]", ''Xenharmonic''.</ref>
 
==See also==
*[[Septimal kleisma]]
*[[Septimal semicomma]]
 
==Sources==
<references/>
 
{{Intervals|state=expanded}}
 
[[Category:5-limit tuning and intervals]]
[[Category:Commas]]

Latest revision as of 22:17, 11 January 2014

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The semicomma,[1] also Fokker's comma (after 31-TET pioneer Adriaan Fokker), is type of small musical interval, or comma, in microtonal music equivalent to 2109375:2097152,[1] or 3357:221. This is a ratio of approximately 1:1.0058283805847168, or about 10.06 cents[2] (My name: Lindsey Gavin
My age: 28
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Look into my weblog :: http://www.hostgator1centcoupon.info/). It is derived from the difference in pitch between three 75/64 just augmented seconds (My name: Lindsey Gavin
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Look into my weblog :: http://www.hostgator1centcoupon.info/) and one 8/5 just minor sixth (My name: Lindsey Gavin
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See also

Sources

  1. 1.0 1.1 Haluska, Jan (2003). The Mathematical Theory of Tone Systems, p.xxix. ISBN 80-88683-28-9.
  2. "List of Intervals", Huygens-Fokker.org.
  3. "Semicomma", Xenharmonic.

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