1/5-comma meantone: Difference between revisions

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{{Interwiki
| en = 1/5-comma meantone
| de = Fünftelkomma-mitteltönig
}}
'''1/5-comma meantone''' is the tuning of [[meantone]] temperament in which each perfect fifth is tempered by a fifth of a [[syntonic comma]] from its just value of [[3/2]]. This results in major sevenths being exactly [[15/8]] (and minor seconds being exactly [[16/15]]), and in fact this defines 1/5-comma; it is the regular tuning which tempers out [[81/80]] and tunes [[2/1|2]] and [[16/15]] purely.  
'''1/5-comma meantone''' is the tuning of [[meantone]] temperament in which each perfect fifth is tempered by a fifth of a [[syntonic comma]] from its just value of [[3/2]]. This results in major sevenths being exactly [[15/8]] (and minor seconds being exactly [[16/15]]), and in fact this defines 1/5-comma; it is the regular tuning which tempers out [[81/80]] and tunes [[2/1|2]] and [[16/15]] purely.  


The major third ([[5/4]]) and the fifth are equally off from JI by 1/5 syntonic comma (''c''. 4.3 [[cent]]s), with the major third sharp and the fifth flat.  
The major third ([[5/4]]) and the fifth are equally off from JI by 1/5 syntonic comma (''c''. 4.3 [[cent]]s), with the major third sharp and the fifth flat. The augmented sixth is exactly [[225/128]], and for septimal meantone, this means the [[7/4]] is sharp by a [[225/224|septimal kleisma (225/224)]].  


1/5-comma meantone is practically identical to the closed system of [[43edo]] (although technically there is a slight difference, as the fifth of 43 is 0.0207 cents sharper.)
1/5-comma meantone is practically identical to the closed system of [[43edo]] (although technically there is a slight difference, as the fifth of 43 is 0.0207 cents sharper.)
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[[Tuning map]]: {{val| 1200 1897.6537 2790.6150 3376.5374 }}
[[Tuning map]]: {{val| 1200 1897.6537 2790.6150 3376.5374 }}


[[Mistuning map]]: {{val| 0 -4.3013 +4.3013 +7.7115 }}
[[Error map]]: {{val| 0 -4.3013 +4.3013 +7.7115 }}
 
== Music ==
; [[septimal lemon]]
* [https://youtu.be/jlbpQqahZh0 ''Bubbles''] (2025)


[[Category:Meantone]]
[[Category:Meantone]]
[[Category:Historical]]
[[Category:Historical]]