Diaschismic family: Difference between revisions
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The 5-limit parent comma for the '''diaschismic family''' is 2048/2025, the [[diaschisma]]. The period is half an octave, and the generator is a fifth. Three periods gives 1800 cents, and decreasing this by two fifths gives the major third. [[34edo]] is a good tuning choice, with [[46edo]], [[56edo]], [[58edo]], or [[80edo]] being other possibilities. Both [[12edo]] and [[22edo]] support it, and retuning them to a MOS of diaschismic gives two scale possibilities. | The 5-limit parent comma for the '''diaschismic family''' is 2048/2025, the [[diaschisma]]. The period is half an octave, and the generator is a fifth. Three periods gives 1800 cents, and decreasing this by two fifths gives the major third. [[34edo]] is a good tuning choice, with [[46edo]], [[56edo]], [[58edo]], or [[80edo]] being other possibilities. Both [[12edo]] and [[22edo]] support it, and retuning them to a MOS of diaschismic gives two scale possibilities. | ||
== Srutal | == Srutal a.k.a. diaschismic == | ||
{{Main| Diaschismic }} | |||
[[Subgroup]]: 2.3.5 | [[Subgroup]]: 2.3.5 | ||
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=== Srutal archagall === | === Srutal archagall === | ||
{{See also | | {{See also | Fiventeen }} | ||
The [[S-expression]]-based comma list of this temperament is {[[256/255|S16]], [[289/288|S17]]}. | The [[S-expression]]-based comma list of this temperament is {[[256/255|S16]], [[289/288|S17]]}. | ||
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== Diaschismic == | == Diaschismic == | ||
{{Main| Diaschismic }} | |||
{{See also| Srutal vs diaschismic }} | {{See also| Srutal vs diaschismic }} | ||