9ed5/3: Difference between revisions

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!Degrees
!Degrees
!15ed(11φ+5\9φ+4)~9ed(5/3)
!15ed(11φ+5\9φ+4)~9ed(5/3)
!18/17et
|-
|-
|1
|1
|98.25665
|98.25665
98.2621
98.2621
|98.9546
|-
|-
|2
|2
|196.5133
|196.5133
196.5241
196.5241
|197.9092
|-
|-
|3
|3
|294.7699
|294.7699
294.7862
294.7862
|296.8638
|-
|-
|4
|4
|393.0266
|393.0266
393.0483
393.0483
|395.8184
|-
|-
|5
|5
|491.2832
|491.2832
491.3104
491.3104
|494.773
|-
|-
|6
|6
|589.5399
|589.5399
589.5725
589.5725
|593.72755
|-
|-
|7
|7
|687.7965
|687.7965
687.83455
687.83455
|692.68215
|-
|-
|8
|8
|786.0532
|786.0532
786.0966
786.0966
|791.6367
|-
|-
|9
|9
|884.3098
|884.3098
884.3587
884.3587
|890.5913
|-
|-
|10
|10
|982.56645
|982.56645
982.6207
982.6207
|989.5459
|-
|-
|11
|11
|1080.8231
|1080.8231
1080.8828
1080.8828
|1088.5005
|-
|-
|12
|12
|1179.07976
|1179.07976
1179.14495
1179.14495
|1187.4551
|-
|-
|13
|13
|1277.3364
|1277.3364
1277.407
1277.407
|1286.4097
|-
|-
|14
|14
|1375.593
|1375.593
1375.6691
1375.6691
|1385.3643
|-
|-
|15
|15
|1473.8497
|1473.8497
1473.9312
1473.9312
|1484.3189
|}
|}


[[Category:Nonoctave]]
[[Category:Nonoctave]]

Revision as of 02:08, 4 May 2023

← 8ed5/3 9ed5/3 10ed5/3 →
Prime factorization 32
Step size 98.2621 ¢ 
Octave 12\9ed5/3 (1179.14 ¢) (→ 4\3ed5/3)
Twelfth 19\9ed5/3 (1866.98 ¢)
Consistency limit 5
Distinct consistency limit 5

9ed5/3 is the equal division of the just major sixth into sixteen parts of 98.2621 cents each, corresponding to 12.2122edo. It is very closely related to the passion temperament.

Degrees 15ed(11φ+5\9φ+4)~9ed(5/3)
1 98.25665

98.2621

2 196.5133

196.5241

3 294.7699

294.7862

4 393.0266

393.0483

5 491.2832

491.3104

6 589.5399

589.5725

7 687.7965

687.83455

8 786.0532

786.0966

9 884.3098

884.3587

10 982.56645

982.6207

11 1080.8231

1080.8828

12 1179.07976

1179.14495

13 1277.3364

1277.407

14 1375.593

1375.6691

15 1473.8497

1473.9312