User:Xenllium/Ed11: Difference between revisions
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'''Ed11''' means '''Division of the Eleventh Harmonic (11/1) into n equal parts'''. | '''Ed11''' means '''Division of the Eleventh Harmonic ([[11/1]]) into n equal parts'''. | ||
=Division of the eleventh harmonic into n equal parts= | =Division of the eleventh harmonic into n equal parts= | ||
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*[[48ed11]] | *[[48ed11]] | ||
*[[49ed11]] | *[[49ed11]] | ||
*[[50ed11]] : [[Schismatic family| | *[[50ed11]] : [[Schismatic family#Sextilifourths|sextilifourths]] generator (with octaves) | ||
*[[51ed11]] | *[[51ed11]] | ||
*[[52ed11]] compare [[15edo]] | *[[52ed11]] compare [[15edo]] | ||
===100... | ===100...9999=== | ||
*[[143ed11]] extremely strong 5.7.8.9.11.13.17.23 equal step system | |||
*[[170ed11]] compressed [[49edo]] | *[[170ed11]] compressed [[49edo]] | ||
*[[183ed11]] compare [[53edo]] | *[[183ed11]] compare [[53edo]] | ||
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*[[1000ed11]] | *[[1000ed11]] | ||
[[Category:Ed11| ]] <!-- main article --> | [[Category:Ed11's| ]] <!-- main article --> | ||
Latest revision as of 16:12, 27 October 2025
Ed11 means Division of the Eleventh Harmonic (11/1) into n equal parts.
Division of the eleventh harmonic into n equal parts
The eleventh harmonic is particularly wide as far as equivalences go. There are (at absolute most) ~3.2 hendecataves within the human hearing range; imagine if that were the case with octaves. If one does indeed deal with hendecatave equivalence, this fact shapes one's musical approach dramatically.
Individual pages for ED11s
0...99
- 5ed11
- 6ed11
- 7ed11
- 8ed11
- 9ed11
- 10ed11 : roman generator (with octaves)
- 11ed11
- 12ed11
- 13ed11
- 14ed11 compare 4edo
- 15ed11
- 16ed11
- 17ed11 compare 5edo
- 18ed11
- 19ed11
- 20ed11
- 21ed11 compare 6edo
- 22ed11
- 23ed11
- 24ed11 compare 7edo
- 25ed11 : sanjaab generator (with octaves)
- 26ed11
- 27ed11
- 28ed11 compare 8edo
- 29ed11
- 30ed11
- 31ed11 compare 9edo
- 32ed11
- 33ed11
- 34ed11
- 35ed11
- 36ed11
- 37ed11
- 38ed11 compare 11edo
- 39ed11
- 40ed11
- 41ed11
- 42ed11
- 43ed11
- 44ed11
- 45ed11 compare 13edo
- 46ed11
- 47ed11
- 48ed11
- 49ed11
- 50ed11 : sextilifourths generator (with octaves)
- 51ed11
- 52ed11 compare 15edo