Tristanbay
Joined 7 October 2023
Tristanbay (talk | contribs) m Changed caption for Kite guitar picture |
Tristanbay (talk | contribs) Added explanation for why the listed EDOs are my favorite Tags: Mobile edit Mobile web edit |
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While I find some interest in just intonation, I'm more into EDOs than anything else. In my opinion, equally dividing the octave by the simplest ratio greater than a unison strikes a nice balance between simplicity and versatility in practice. My favorite EDOs greater than 12 are 19, 22, 31, 41, 53, 72, and 270. | While I find some interest in just intonation, I'm more into EDOs than anything else. In my opinion, equally dividing the octave by the simplest ratio greater than a unison strikes a nice balance between simplicity and versatility in practice. My favorite EDOs greater than 12 are 19, 22, 31, 41, 53, 72, and 270. | ||
Why? | |||
19edo: Good potential for more complex tonal modulation that doesn't sound too harsh without needing too many more notes than 12edo, diatonic semitone is just sharp enough to provide a bit of a zing without going overboard (in the right context), and has a surprisingly usable 4:5:6:7:8 chord given that 7/4 is about 21 cents flat. | |||
22edo: Super simplistic and warped yet rather consistent representation of undecimal harmony provides tonality that feels novel and exaggerated compared to 12edo. | |||
31edo: Great system for those who still want a relatively standard diatonic scale but want the added benefit of septimal and neutral intervals; it makes working with them quite easy and manageable. | |||
41edo: Highlights the distinction between Pythagorean, syntonic, and septimal intervals by exaggerating both 81/80 and 64/63. It also works quite well (skip-fretted) on guitar and is consistent in the 15-odd-limit. | |||
53edo: Takes advantage of the fact that the intervals found just beyond a traditional Pythagorean pentatonic scale are very close to common syntonic intervals by tempering out 32805/32768 (41edo also does this, but 53edo really focuses in on the 5-limit). Generally a good stand-in for syntonic just intonation and also approximates the 13th harmonic well. | |||
72edo: Very simplistic tonal structure for the density of notes it has, yet it's very accurate, and is a usable full 13-limit JI stand-in. It can be used more easily with virtual instruments that aren't officially microtonal in a DAW by making 5 copies and tuning those to -33, -17, +17, +33, and +50 cents from the original and using 6 MIDI channels, one for each instrument. The FL Studio piano roll can display multiple MIDI channels in one window with differently-colored notes. | |||
270edo: The ultimate 13-limit (tridecimal) tuning that one could potentially make a keyboard for and still be able to play relatively well. Also supports meantone and likely a number of other simpler rank-2 temperaments. | |||
Anyway, a couple of my xen instruments are shown below. | |||
[[File:31edo array kalimba.jpg|thumb|left|31edo kalimba made by me]] | [[File:31edo array kalimba.jpg|thumb|left|31edo kalimba made by me]] | ||