Perfect fifth: Difference between revisions
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* The 13-limit '''ultrafifth''' is a ratio of 20/13, and is about 746{{c}}, but it might be better analyzed as an [[minor sixth|inframinor sixth]]. Despite that, it is also here for completeness. | * The 13-limit '''ultrafifth''' is a ratio of 20/13, and is about 746{{c}}, but it might be better analyzed as an [[minor sixth|inframinor sixth]]. Despite that, it is also here for completeness. | ||
== In | == In EDOs == | ||
The following table lists the best tuning of 3/2, as well as other fifths if present, in various significant [[edo]]s. | The following table lists the best tuning of 3/2, as well as other fifths if present, in various significant [[edo|EDO]]s. | ||
{| class="wikitable" | {| class="wikitable" | ||
|- | |- | ||
! | ! EDO | ||
! 3/2 | ! 3/2 | ||
! Other fifths | ! Other fifths | ||
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* Various historical [[well temperament]]s generated by tempered 4/3s or 3/2s, equivalent to 12edo as compton and meantone | * Various historical [[well temperament]]s generated by tempered 4/3s or 3/2s, equivalent to 12edo as compton and meantone | ||
== In | == In MOS scales == | ||
Intervals between 654 and 750{{c}} generate the following [[mos]] scales: | Intervals between 654 and 750{{c}} generate the following [[mos|MOS]] scales: | ||
These tables start from the last monolarge | These tables start from the last monolarge MOS generated by the interval range. | ||
Scales with more than 12 notes are not included. | Scales with more than 12 notes are not included. | ||
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|- | |- | ||
! Range | ! Range | ||
! colspan="6" | | ! colspan="6" | MOS | ||
|- | |- | ||
| 720–750{{c}} | | 720–750{{c}} | ||