980/729: Difference between revisions
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this is no fifth |
m I'll stick to the short name then |
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| Monzo = 2 -6 1 2 | | Monzo = 2 -6 1 2 | ||
| Cents = 512.23552 | | Cents = 512.23552 | ||
| Name = sensamagic fourth | | Name = sensamagic fourth | ||
| Color name = zzy5, zozoyo 5th | | Color name = zzy5, zozoyo 5th | ||
| FJS name = d5<sup>5, 49</sup> | |||
| Sound = | | Sound = | ||
}} | }} | ||
'''980/729''', the '''sensamagic fourth | '''980/729''', the '''sensamagic fourth''' is a [[7-limit]] ratio of about 512 cents, sharp of a just fourth [[4/3]] by a sensamagic comma [[245/243]]. | ||
It arises in just intonation scales as the difference between the supermajor third [[9/7]] and the semidiminished seventh [[140/81]], making it a critical tempering target in the [[Canovian chord]]. | It arises in just intonation scales as the difference between the supermajor third [[9/7]] and the semidiminished seventh [[140/81]], making it a critical tempering target in the [[Canovian chord]]. | ||
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== See also == | == See also == | ||
* [[729/490]] | * [[729/490]] – its octave complement | ||
* [[Gallery of just intervals]] | * [[Gallery of just intervals]] | ||
Revision as of 03:47, 17 November 2020
| Interval information |
980/729, the sensamagic fourth is a 7-limit ratio of about 512 cents, sharp of a just fourth 4/3 by a sensamagic comma 245/243.
It arises in just intonation scales as the difference between the supermajor third 9/7 and the semidiminished seventh 140/81, making it a critical tempering target in the Canovian chord.
See also
- 729/490 – its octave complement
- Gallery of just intervals