Edϕ: Difference between revisions
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A couple such scales can be found in the [[Scala Scale Archive|Huygens-Fokker Foundation's Scala scale archive]]. They were described by Walter O'Connell in his 1993 paper [http://anaphoria.com/oconnell.pdf The Tonality of the Golden Section]. The 18th root of | A couple such scales can be found in the [[Scala Scale Archive|Huygens-Fokker Foundation's Scala scale archive]]. They were described by Walter O'Connell in his 1993 paper [http://anaphoria.com/oconnell.pdf The Tonality of the Golden Section]. The 18th root of φ scale doubles the resolution of the 9th root scale featured above, as so as the 9th root of φ scale is similar to 13ed2 the 18th root of φ scale is similar to 26edo (which does a notably better job of approximating 3-, 5-, and 7- limit harmonies). | ||
cet33.scl 25 25th root of phi, Walter O´Connell (1993) | cet33.scl 25 25th root of phi, Walter O´Connell (1993) | ||
cet46.scl 18 18th root of phi, Walter O´Connell (1993) | cet46.scl 18 18th root of phi, Walter O´Connell (1993) | ||