1/3-comma meantone: Difference between revisions
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{{interwiki | {{interwiki | ||
| de = Drittelkomma-mitteltönig | | de = Drittelkomma-mitteltönig | ||
| en = 1/3 | | en = 1/3-comma meantone | ||
| es = | | es = | ||
| ja = | | ja = 1/3-コンマミーントーン | ||
}} | }} | ||
'''1/3-comma meantone''' is the tuning of [[meantone]] temperament in which each perfect fifth is tempered by a third of a [[syntonic comma]] from its just value of [[3/2]]. This results in minor thirds being exactly [[6/5]] (and major sixths being exactly [[5/3]]). In other words, 1/3-comma meantone is the specific tuning of [[meantone]] temperament with an [[Eigenmonzo|eigenmonzo (unchanged | '''1/3-comma meantone''' is the tuning of [[meantone]] temperament in which each perfect fifth is tempered by a third of a [[syntonic comma]] from its just value of [[3/2]]. This results in minor thirds being exactly [[6/5]] (and major sixths being exactly [[5/3]]). In other words, 1/3-comma meantone is the specific tuning of [[meantone]] temperament with an [[Eigenmonzo|eigenmonzo (unchanged interval)]] of 6/5. The fifth is 694.786 cents in size, and the major third 379.145 cents. Both are flat by 1/3 syntonic comma (''c''. 7.2 cents) than that in the JI. 1/3-comma meantone is practically identical to the closed system of [[19edo]] (although technically there is a slight difference as 19edo's fifth is 0.05 cents flatter). | ||
== Tuning profile == | == Tuning profile == | ||
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[[Tuning map]]: {{val| 1200 1894.7862 2779.1450 3347.8624 }} | [[Tuning map]]: {{val| 1200 1894.7862 2779.1450 3347.8624 }} | ||
[[ | [[Error map]]: {{val| 0 -7.1688 -7.1688 -20.9635 }} | ||
== External links == | == External links == | ||