User:Moremajorthanmajor/Ed9/4: Difference between revisions

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{{Editable user page}}
#redirect [[Ed9/4]]
The '''equal division of 9/4''' ('''ed9/4''') is a [[tuning]] obtained by dividing the [[9/4|Pythagorean ninth (9/4)]] in a certain number of [[equal]] steps. An ed9/4 can be generated by taking every other tone of an [[edf]], so even-numbered ed9/4's are integer edfs.
 
== Properties ==
Division of 9/4 into equal parts does not necessarily imply directly using this interval as an [[equivalence]]. Many, though not all, ed9/4 scales have a perceptually important [[Pseudo-octave|false octave]], with various degrees of accuracy.
 
The structural utility of 9/4 or another major ninth is apparent by being the standard replacement for the root in jazz piano voicings. Also, as a ninth is the double of a fifth, the fifth of normal root position triads will become the common suspension (5-4 or 5-6) of a ninth-based system.
 
== Individual pages for ed9/4's ==
{| class="wikitable center-all"
|+ style=white-space:nowrap | 1…99
| [[1ed9/4|1]]
| [[3ed9/4|3]]
| [[5ed9/4|5]]
| [[7ed9/4|7]]
| [[9ed9/4|9]]
| [[11ed9/4|11]]
| [[13ed9/4|13]]
| [[15ed9/4|15]]
| [[17ed9/4|17]]
| [[19ed9/4|19]]
|-
| [[21ed9/4|21]]
| [[23ed9/4|23]]
| [[25ed9/4|25]]
| [[27ed9/4|27]]
| [[29ed9/4|29]]
| [[31ed9/4|31]]
| [[33ed9/4|33]]
| [[35ed9/4|35]]
| [[37ed9/4|37]]
| [[39ed9/4|39]]
|-
| [[41ed9/4|41]]
| [[43ed9/4|43]]
| [[45ed9/4|45]]
| [[47ed9/4|47]]
| [[49ed9/4|49]]
| [[51ed9/4|51]]
| [[53ed9/4|53]]
| [[55ed9/4|55]]
| [[57ed9/4|57]]
| [[59ed9/4|59]]
|-
| [[61ed9/4|61]]
| [[63ed9/4|63]]
| [[65ed9/4|65]]
| [[67ed9/4|67]]
| [[69ed9/4|69]]
| [[71ed9/4|71]]
| [[73ed9/4|73]]
| [[75ed9/4|75]]
| [[77ed9/4|77]]
| [[79ed9/4|79]]
|-
| [[81ed9/4|81]]
| [[83ed9/4|83]]
| [[85ed9/4|85]]
| [[87ed9/4|87]]
| [[89ed9/4|89]]
| [[91ed9/4|91]]
| [[93ed9/4|93]]
| [[95ed9/4|95]]
| [[97ed9/4|97]]
| [[99ed9/4|99]]
|}
 
== See also ==
* [[User:Moremajorthanmajor/Ruhf's Ed9/4 theory]]
 
[[Category:Ed9/4| ]] <!-- main article -->
[[Category:Edonoi]]
[[Category:Lists of scales]]
 
 
{{todo|inline=1|review|cleanup|improve layout}}

Latest revision as of 03:23, 22 May 2025

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