TromboneBoi9
Joined 2 May 2023
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Hello! My name is Andrew and I like screwing around with xenharmony, especially notation. | Hello! My name is Andrew and I like screwing around with xenharmony, especially notation. | ||
I've had to make some changes—I do not have a website anymore, but soon enough I will have a new one. | |||
I also exist on the [https://discord.com/invite/FSF5JFT XA Discord], currently under the alias ''Sir Semiflat''. | I also exist on the [https://discord.com/invite/FSF5JFT XA Discord], currently under the alias ''Sir Semiflat''. | ||
At some point I plan to make a piece similar to [[wikipedia:Twelve_Microtonal_Etudes_for_Electronic_Music_Media|Easley Blackwood's 12 Etudes]] or [https://aaronandrewhunt.bandcamp.com/album/the-equal-tempered-keyboard Aaron Andrew Hunt's Equal-Tempered Keyboard], an "album" experimenting with a range of different EDO systems. | At some point I plan to make a piece similar to [[wikipedia:Twelve_Microtonal_Etudes_for_Electronic_Music_Media|Easley Blackwood's 12 Etudes]] or [https://aaronandrewhunt.bandcamp.com/album/the-equal-tempered-keyboard Aaron Andrew Hunt's Equal-Tempered Keyboard], an "album" experimenting with a range of different EDO systems. | ||
<u>Keep in mind that I have constantly been making changes to this page, so I could have made a lot of mistakes here.</u> | <u>Keep in mind that I have constantly been making changes to this page, so I could have made a lot of mistakes here.</u> | ||
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====Golden Ratio==== | ====Golden Ratio==== | ||
The ratio [[Acoustic phi|phi]] adds up to 833.0903 cents, a sharp minor sixth. The Pythagorean minor sixth is [[128/81]], about 792.1800 cents. This leaves a comma of | The ratio [[Acoustic phi|phi]] adds up to 833.0903 cents, a sharp minor sixth. The Pythagorean minor sixth is [[128/81]], about 792.1800 cents. This leaves a comma of 81ϕ/128, about 40.9103 cents. I dub this interval the '''Golden quartertone'''. | ||
====Pi==== | ====Pi==== | ||
The ratio | The ratio π/2 adds up to 781.7954 cents, an okay minor sixth. The Pythagorean minor sixth is [[128/81]], about 792.1800 cents. This leaves a comma of 256/81π, about 10.3846 cents. I dub this interval the '''Circular comma'''. | ||
====Euler's constant==== | ====Euler's constant==== | ||
The ratio e/2 adds up to 531.2340 cents, a pretty sharp fourth. The Pythagorean perfect fourth is, of course, [[4/3]], 498.0450 cents. This leaves a comma of | The ratio ''e''/2 adds up to 531.2340 cents, a pretty sharp fourth. The Pythagorean perfect fourth is, of course, [[4/3]], 498.0450 cents. This leaves a comma of 3''e''/8, about 33.1890 cents. I dub this interval the '''Eulerian comma'''. | ||
===Notation=== | ===Notation=== |