Gallery of nonoctave scales: Difference between revisions

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==Just==
== Just ==
* [[ennon13]]
* [[ennon15]]
* [[ennon28]]
* [[ennon43]]
* [[freivaldthree]]
* [[Maeve Gutierrez#Gutierrez-Lambeth quasi-subharmonic pentatonic|Gutierrez-Lambeth quasi-subharmonic pentatonic]] (nonoctave ver.)
* [[Moon dust]] (16-tone, 2.3.7.11.17.19 [[subgroup]] scale, over-7 [[primodal]], 4/1-[[equivalent]], 16/1 [[period]])
* [[User:BudjarnLambeth/Batch 89 temperaments#10/3-repeating Batch 89 pentatonic scale|10/3-repeating Batch 89 pentatonic scale]]


[[ennon13|ennon13]]
== Tempered ==
 
* [[Antipyth]] temperament
[[ennon15|ennon15]]
* [[Auk]] temperament
 
* [[Bohlen-Pierce scale]]/[[13edt]]
[[ennon28|ennon28]]
* [[BPS]] temperament
 
* [[Carlos Alpha]]
[[ennon43|ennon43]]
* [[Canopus]] temperament
 
* [[Deneb]] temperament
[[freivaldthree|freivaldthree]]  
* [[Doubleton]] temperament
 
* [[6ed7/3#6ed7/3+7edo scale|Gutierrez 6ed7/3+7edo scale]] (16 tone nonoctave subset of [[49edo]])
[http://micro.soonlabel.com/gene_ward_smith/Others/Freivald/Three%20Days%20Apart.mp3 Three Days Apart] by [http://soundcloud.com/jdfreivald/three-days-apart Jake Freivald]
* [[Halftone]] temperament
 
* [[Hyperion]] temperament
==Tempered==
* [[Juggernaut]] temperament
 
* Most [[linear step scale]]s
[[meantone-fifths7|meantone-fifths7]]
* [[meantone-fifths7]]
 
* [[meantone-fifths11]]
[[meantone-fifths11|meantone-fifths11]]
* [[magic-majthird6]]
 
* [[magic-majthird7]]
[[magic-majthird6|magic-majthird6]]
* [[magic-majthird13]]
 
* [[Salmon7]]
[[magic-majthird7|magic-majthird7]]
* [[Semiwolf]] temperament
 
* [[Meanquad]] temperament
[[magic-majthird13|magic-majthird13]]
* Nonoctave [[zeta peak index]]es
* [[Tetrahanson]] temperament
* [[17edt]]
* [[39edt]]
* [[24ed5]]
* [[33ed5]]


== User scales (add your own scales here) ==
== User scales (add your own scales here) ==
=== By MisterShafXen ===
{| class="wikitable"
|+ style="Font-size: 105%;" | Random scale #1
|-
! Step
! Cents
! Nearby JI interval(s)
! Error
|-
| 1
| 73.971
| [[24/23]]
| −0.290
|-
| 2
| 200.206
| [[9/8]]
|
|-
|}
=== By Cerdded41 ===


=== By LeTimo ===
{| class="wikitable"
{| class="wikitable"
|+Ti scale (5ed[[40/27]], 8.8177-EDO):
|+ style="Font-size: 105%;" | Ni scale (5ed[[40/27]], 8.8177-TET):
!step
|-
!cents
! Step
!JI interval
! Cents
(11-limit)
! JI interval <br> (11-limit)
!error
! Error
|-
|-
|1
| 1
|136.090
| 136.090
|[[27/25]]
| [[27/25]]
| +2.852 ¢
| +2.852¢
|-
|-
|2
| 2
|272.179
| 272.179
|[[7/6]]
| [[7/6]]
| +5.308 ¢
| +5.308¢
|-
|-
|3
| 3
|408.269
| 408.269
|[[81/64]]
| [[81/64]]
| +0.448 ¢
| +0.448¢
|-
|-
|4
| 4
|544.359
| 544.359
|[[11/8]]
| [[11/8]]
| -6.959 ¢
| −6.959¢
|-
|-
|'''5'''
| '''5'''
|'''680.449'''
| '''680.449'''
|'''[[40/27]]'''
| '''[[40/27]]'''
|'''±0 ¢'''
| '''±0¢'''
|-
|-
|6
| 6
|816.538
| 816.538
|[[8/5]]
| [[8/5]]
| +2.852 ¢
| +2.852¢
|-
|-
|7
| 7
|952.628
| 952.628
|[[140/81]]
| [[140/81]]
| +5.308 ¢
| +5.308¢
|-
|-
|8
| 8
|1088.718
| 1088.718
|[[15/8]]
| [[15/8]]
| +0.449 ¢
| +0.449¢
|-
|-
|9
| 9
|1224.808
| 1224.808
|[[81/40]]
| [[81/40]]
| +3.302 ¢
| +3.302¢
|-
|-
|'''10'''
| '''10'''
|'''1360.897'''
| '''1360.897'''
|'''[[11/5]]'''
| '''[[11/5]]'''
| '''-4.107 ¢'''
| '''-4.107¢'''
|}
|}
{| class="wikitable"
{| class="wikitable"
|+Ni scale (4ed[[11/9]], 13.817-EDO):
|+ style="Font-size: 105%;" | Ti scale (4ed[[11/9]], 13.817-TET):
!step
|-
!cents
! Step
!JI interval
! Cents
(17-limit)
! JI interval <br> (17-limit)
!error
! Error
|-
| 1
| 86.852
| [[21/20]]
| +2.385¢
|-
| 2
| 173.704
| [[11/10]]
| +8.700¢
|-
| 3
| 260.556
| [[7/6]]
| −6.315¢
|-
| '''4'''
| '''347.408'''
| '''[[11/9]]'''
| '''±0¢'''
|-
| 5
| 434.260
| [[9/7]]
| −0.284¢
|-
| 6
| 521.112
| [[27/20]]
| +1.561¢
|-
| 7
| 607.964
| [[17/12]]
| +4.964¢
|-
|-
|1
| '''8'''
|86.852
| '''694.816'''
|[[21/20]]
| '''[[112/75]], [[3/2]]'''
|<nowiki>+2.385 ¢</nowiki>
| '''+0.573¢, -7.139¢'''
|-
|-
|2
| 9
|173.704
| 781.668
|[[11/10]]
| [[11/7]]
|<nowiki>+8.700 ¢</nowiki>
| −0.824¢
|-
|-
|3
| 10
|260.556
| 868.520
|[[7/6]]
| [[5/3]]
|<nowiki>-6.315 ¢</nowiki>
| −15.839¢
|-
|-
|'''4'''
| 11
|'''347.408'''
| 955.372
|'''[[11/9]]'''
| [[26/15]]
|'''±0 ¢'''
| +3.113¢
|-
|-
|5
| '''12'''
|434.260
| '''1042.224'''
|[[9/7]]
| '''[[11/6]]'''
|<nowiki>-0.284 ¢</nowiki>
| '''-7.139¢'''
|-
|-
|6
| 13
|521.112
| 1129.076
|[[27/20]]
| [[48/25]]
|<nowiki>+1.561 ¢</nowiki>
| −0.252¢
|-
|-
|7
| 14
|607.964
| 1215.928
|[[17/12]]
| [[99/49]] ([[99/98]] + 2/1)
|<nowiki>+4.964 ¢</nowiki>
| −1.648¢
|-
|-
|'''8'''
| 15
|'''694.816'''
| 1302.780
|'''[[112/75]], [[3/2]]'''
| [[17/8]] ([[17/16]] + 2/1)
|'''+0.573 ¢, -7.139 ¢'''
| −2.175¢
|-
|-
|9
| '''16'''
|781.668
| '''1389.632'''
|[[11/7]]
| '''[[49/22]] ([[49/44]] + 2/1)'''
|<nowiki>-0.824 ¢</nowiki>
| '''+3.298¢'''
|}
 
{| class="wikitable"
|+ style="Font-size: 105%;" | Gi scale (4ed[[13/8]], 7.138354-TET):
|-
|-
|10
! Step
|868.520
! Cents
|[[5/3]]
! JI interval
|<nowiki>-15.839 ¢</nowiki>
(17-limit)
! Error
|-
|-
|11
| 1
|955.372
| 168.106
|[[26/15]]
| [[11/10]]
|<nowiki>+3.113 ¢</nowiki>
| +3.102¢
|-
|-
|'''12'''
| 2
|'''1042.224'''
| 336.211
|'''[[11/6]]'''
| [[17/14]]
|'''-7.139 ¢'''
| +0.081¢
|-
|-
|13
| 3
|1129.076
| 504.317
|[[48/25]]
| [[4/3]]
|<nowiki>-0.252 ¢</nowiki>
| +6.272¢
|-
|-
|14
| 4
|1215.928
| 672.422
|[[99/49]] ([[99/98]] + 2/1)
| [[40/27]]
|<nowiki>-1.648 ¢</nowiki>
| −8.027¢
|-
|-
|15
| '''5'''
|1302.780
| '''840.528'''
|[[17/8]] ([[17/16]] + 2/1)
| '''[[13/8]]'''
|<nowiki>-2.175 ¢</nowiki>
| '''±0¢'''
|-
|-
|'''16'''
| 6
|'''1389.632'''
| 1008.633
|'''[[49/22]]''' '''([[49/44]] + 2/1)'''
| [[9/5]]
|'''+3.298 ¢'''
| −8.963¢
|-
| 7
| 1176.739
| [[160/81]]
| −1.755¢
|-
| 8
| 1344.844
| 24/11 ([[12/11]] + 2/1)
| −5.793¢
|}
|}
{{Navbox scale gallery}}
[[Category:Lists of scales]]
[[Category:Nonoctave]]