11th-octave temperaments: Difference between revisions
- hendeca, - undeka (moved to appropriate temp collection pages) |
Canonicalize hendecatonic and undeka. Undeka is weaker but it hardly matters |
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An 11th-octave temperament can be described by temperament merging of edos whose greatest common divisor is 11. Although [[11edo]] itself is not particularly accurate for low-complexity harmonics, some temperaments which are multiples of 11 are. | An 11th-octave temperament can be described by temperament merging of edos whose greatest common divisor is 11. Although [[11edo]] itself is not particularly accurate for low-complexity harmonics, some temperaments which are multiples of 11 are. | ||
== | == Hendecatonic == | ||
This temperament has a period of 1/11 octave, which represents [[16/15]] in the 5-limit | : ''For extensions, see [[Porwell temperaments #Hendecatonic]] and [[Marvel temperaments #Hendeca]].'' | ||
This temperament has a period of 1/11 octave, which represents [[16/15]] in the 5-limit. | |||
[[Subgroup]]: 2.3.5 | [[Subgroup]]: 2.3.5 | ||
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[[Badness]] (Sintel): 10.7 | [[Badness]] (Sintel): 10.7 | ||
== | == Undeka == | ||
: ''For extensions, see [[Keemic temperaments #Undeka]].'' | |||
This temperament has a period of 1/11 octave, three of them represent [[6/5]] in the 5-limit. | This temperament has a period of 1/11 octave, three of them represent [[6/5]] in the 5-limit. | ||
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== Elven == | == Elven == | ||
: ''For extensions, see [[Sensibeta temperaments #Elven]].'' | |||
This temperament has a period of 1/11 octave, which represents [[3125/2916]] in the 5-limit. | This temperament has a period of 1/11 octave, which represents [[3125/2916]] in the 5-limit. | ||