2L 3s: Difference between revisions

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{{Interwiki
|en=2L 3s
|es=
|de=
|ja=2L 3s
}}
{{Infobox MOS
{{Infobox MOS
| Name = pentic
| Name = pentic
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}}
}}


: ''For the 3/2-equivalent 2L 3s pattern, see [[2L 3s (3/2-equivalent)]].''
: ''For the 3/2-equivalent 2L 3s pattern, see [[2L 3s (3/2-equivalent)]].''


{{MOS intro}} This scale is the "classic" pentatonic scale, which is perhaps the most common scale in the world.
{{MOS intro}} This scale is the "classic" pentatonic scale, which is perhaps the most common scale in the world.
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== Scale properties ==
== Scale properties ==
{{TAMNAMS use}}
{{TAMNAMS use}}
{{MOS data}}
 
=== Intervals ===
{{MOS intervals}}
 
=== Generator chain ===
{{MOS genchain}}
 
=== Modes ===
{{MOS mode degrees}}


=== Mode names ===
=== Mode names ===
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Fifthless $
Fifthless $
Phrygian $
Phrygian $
Jue $
Jué (角) $
Minor $
Minor $
Aeolian $
Aeolian $
Yu $
Yǔ (羽) $
Thirdless Minor* $
Thirdless Minor* $
Dorian $
Dorian $
Shang $
Shāng (商) $
Thirdless Major* $
Thirdless Major* $
Mixolydian $
Mixolydian $
Zhi $
Zhǐ (徵) $
Major $
Major $
Ionian $
Ionian $
Gong $
Gōng (宫) $
}}
}}
<nowiki />* Thirdless Minor/Major is also known as Suspended Minor/Major
<nowiki />* Thirdless Minor/Major is also known as Suspended Minor/Major
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== Scales ==
== Scales ==
=== Scale list ===
=== Scale list ===
* [[Archy5]] – 472edo tuning
* [[Archy5]] – 49edo tuning
* [[Edson5]] – 29edo tuning
* [[Edson5]] – 29edo tuning
* [[Pythagorean5]] – Pythagorean tuning
* [[Pythagorean5]] – Pythagorean tuning
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=== Scale tree ===
=== Scale tree ===
{{MOS tuning spectrum
{{MOS tuning spectrum
| Depth = 6
| 6/5 = Slendro (insofar as it resembles a MOS) would<br />be in this region
| 6/5 = Slendro (insofar as it resembles a MOS) would<br />be in this region
| 9/7 = No-5s [[superpyth]]/dominant is around here
| 9/7 = No-5s [[superpyth]]/dominant is around here
| 9/4 = Pythagorean pentatonic is around here
| 13/9 = Pythagorean pentatonic is around here
| 3/2 = Familiar [[12edo|12-equal]] pentatonic
| 3/2 = Familiar [[12edo|12-equal]] pentatonic
| 8/5 = Optimal meantone pentatonic is around here
| 8/5 = Optimal meantone pentatonic is around here
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From a [[5-limit]] perspective, the most interesting temperaments with this kind of pentatonic scale are [[meantone]] and [[mavila]].
From a [[5-limit]] perspective, the most interesting temperaments with this kind of pentatonic scale are [[meantone]] and [[mavila]].


There is also the interesting 2.3.7 temperament that tempers out [[64/63]] ([[archy]], "no-fives [[Meantone family#Dominant|dominant]]").
There is also the 2.3.7 temperament that tempers out [[64/63]] ([[archy]], "no-fives [[Meantone family#Dominant|dominant]]").


[[Category:Pentic]]
[[Category:Pentic]]
[[Category:5-tone scales]]
[[Category:5-tone scales]]