9ed5/3: Difference between revisions

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{{Infobox ET}}
{{Infobox ET}}
'''9ed5/3''' is the [[Ed5/3|equal division of the just major sixth]] into sixteen parts of 98.2621 [[cent]]s each, corresponding to 12.2122[[edo]]. It is very closely related to the [[Archytas clan #Passion|passion temperament]].
'''9ed5/3''' is the [[Ed5/3|equal division of the just major sixth]] into nine parts of 98.2621 [[cent]]s each, corresponding to 12.2122[[edo]]. It is very closely related to the [[Passion family#Passion|passion temperament]].


{| class="wikitable"
==Intervals==
{| class="wikitable right-2 center-3"
|+
|+
!Degrees
!Degrees
!15ed(11φ+5\9φ+4)~9ed(5/3)
!Cents
!18/17et
!5/3.4/3.7/3 interpretation
|-
|-
|1
|1
|98.25665
|98.2621
98.2621
|[[16/15]], [[21/20]]
|98.9546
|-
|-
|2
|2
|196.5133
|196.5241
196.5241
|[[28/25]]
|197.9092
|-
|-
|3
|3
|294.7699
|294.7862
294.7862
|[[25/21]]
|296.8638
|-
|-
|4
|4
|393.0266
|393.0483
393.0483
|[[5/4]]
|395.8184
|-
|-
|5
|5
|491.2832
|491.3104
491.3104
|[[4/3]]
|494.773
|-
|-
|6
|6
|589.5399
|589.5725
589.5725
|[[7/5]]
|593.72755
|-
|-
|7
|7
|687.7965
|687.83455
687.83455
|[[112/75]]
|692.68215
|-
|-
|8
|8
|786.0532
|786.0966
786.0966
|[[25/16]], [[80/63]]
|791.6367
|-
|-
|9
|'''9'''
|884.3098
|'''884.3587'''
884.3587
|'''[[5/3]] (just)'''
|890.5913
|-
|-
|10
|10
|982.56645
|982.6207
982.6207
|[[7/4]], [[16/9]]
|989.5459
|-
|-
|11
|11
|1080.8231
|1080.8828
1080.8828
|[[28/15]]
|1088.5005
|-
|-
|12
|12
|1179.07976
|1179.14495
1179.14495
|[[49/25]]
|1187.4551
|-
|-
|13
|13
|1277.3364
|1277.407
1277.407
|[[25/12]]
|1286.4097
|-
|-
|14
|14
|1375.593
|1375.6691
1375.6691
|[[20/9]]
|1385.3643
|-
|-
|15
|15
|1473.8497
|1473.9312
1473.9312
|[[7/3]]
|1484.3189
|}
|}


The interval interpretations listed belong to the generator chain of [[septimal passion]] without octaves.
== Harmonics ==
{{Harmonics in equal|9|5|3}}
{{Harmonics in equal|9|5|3|collapsed=1|start=12}}
{{todo|inline=1|improve synopsis|expand}}
[[Category:Nonoctave]]
[[Category:Nonoctave]]