5L 3s (5/2-equivalent): Difference between revisions
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== Theory == | == Theory == | ||
This can be thought of as a MOS generated by 5/2-equivalent jubilic temperament, one of the most simple no-threes temperaments, although in this case it is using the second-best period choice of 5/2 rather than 2/1. If 5/2 is the period, jubilic generates strict MOS rather than multi-MOS. The bright generator of the MOS represents [[7/5]]~[[10/7]] and the dark generator represents [[7/4]]~[[25/14]]. This gives 5L 3s<5/2> many approximations of 4:5:7 chords. | This can be thought of as a MOS generated by 5/2-equivalent jubilic temperament, one of the most simple no-threes temperaments, although in this case it is using the second-best period choice of 5/2 rather than 2/1. If 5/2 is the period, jubilic generates strict MOS rather than multi-MOS. The bright generator of the MOS represents [[7/5]]~[[10/7]] and the dark generator represents [[7/4]]~[[25/14]]. This gives 5L 3s<5/2> many approximations of 4:5:7 chords. | ||
== Notation == | |||
5L 3s<5/2> may be notated by an octatonic | |||
== Modes == | == Modes == | ||
{{MOS modes}} | {{MOS modes}} | ||
== Scale tree == | == Scale tree == | ||
{{Scale tree|Comments=4/3:Jubilic is in this region}} | {{Scale tree|Comments=4/3:Jubilic is in this region}} | ||