Pi-edo: Difference between revisions
Mark as novelty. Might as well be specified as 1ed2^(1/pi) or APS(1/pi oct) |
m FloraC moved page Πedo to Pi-edo over redirect: Move back. Wikipedia article on the mathematical constant is simply "pi" |
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{{Novelty}} | {{Novelty}} | ||
{{ | {{#invoke:Infobox_ET|infobox_ET|tuning=1ed697/559|Prime factorization=|Zeta=|Consistency=|Distinct consistency=|debug= }} | ||
'''π-edo''', '''1ed2<sup>1/π</sup>''', or '''APS(1/π oct)''' is a nonoctave [[equal-step tuning]] in which π steps occur per [[octave]]. It does not approximate any simple [[harmonic]]s well, except for the [[3/1|3rd harmonic]]. This lends the tuning to use with custom inharmonic timbres. It has the potential to facilitate music far removed from any conventional harmonic or melodic traditions. | '''π-edo''', '''1ed2<sup>1/π</sup>''', or '''APS(1/π oct)''' is a nonoctave [[equal-step tuning]] in which π steps occur per [[octave]]. It does not approximate any simple [[harmonic]]s well, except for the [[3/1|3rd harmonic]]. In fact, it is nearly identical to [[5edt]]. This lends the tuning to use with custom inharmonic timbres. It has the potential to facilitate music far removed from any conventional harmonic or melodic traditions. | ||
== Harmonics == | == Harmonics == | ||
{{Harmonics in cet|title=Approximation of harmonics in π-edo|381. | {{Harmonics in cet|title=Approximation of harmonics in π-edo|381.971863420548806|prec=1|columns=11}} | ||
[[Category: | [[Category:Edonoi]] | ||