Ed9/8: Difference between revisions
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The '''equal division of 9/8''' ('''ed9/8''') is a [[tuning]] obtained by dividing the [[9/8|major whole tone (9/8)]] into a number of [[equal]] steps. | |||
== Properties == | |||
Division of 9/8 into equal parts does not necessarily imply directly using this interval as an [[equivalence]]. Many, though not all, ed9/8 scales have a perceptually important [[Pseudo-octave|false octave]], with various degrees of accuracy. | |||
9/8 is notably the difference between two intervals sometimes considered equivalences: the triple octave ([[8/1]]), and the double tritave ([[9/1]]). | |||
== List of ed9/8s == | |||
* [[1ed9/8]] | |||
* [[2ed9/8]] | |||
* [[3ed9/8]] | |||
* [[4ed9/8]] | |||
* [[5ed9/8]] | |||
* [[6ed9/8]] | |||
* [[7ed9/8]] | |||
* [[8ed9/8]] | |||
* [[9ed9/8]] | |||
* [[10ed9/8]] | |||
* [[11ed9/8]] | |||
* [[12ed9/8]] | |||
* [[13ed9/8]] | |||
* [[14ed9/8]] | |||
* [[15ed9/8]] | |||
{{todo|inline=1|explain edonoi|text=Most people do not think 9/8 sounds like an equivalence, so there must be some other reason why people are dividing it — some property ''other than'' equivalence that makes people want to divide it. Please add to this page an explanation of what that reason is.}} | |||
[[Category:Edonoi]] | |||
[[Category:Lists of scales]] |
Latest revision as of 03:08, 22 May 2025
The equal division of 9/8 (ed9/8) is a tuning obtained by dividing the major whole tone (9/8) into a number of equal steps.
Properties
Division of 9/8 into equal parts does not necessarily imply directly using this interval as an equivalence. Many, though not all, ed9/8 scales have a perceptually important false octave, with various degrees of accuracy.
9/8 is notably the difference between two intervals sometimes considered equivalences: the triple octave (8/1), and the double tritave (9/1).