1L 6s: Difference between revisions
Jump to navigation
Jump to search
→Scale tree: Replaced scale tree with template |
Removed redundant propriety comment as scale tree adds it automatically |
||
Line 65: | Line 65: | ||
7/2: [[Negri]] (incomplete); | 7/2: [[Negri]] (incomplete); | ||
9/2: [[Miracle]] (incomplete); | 9/2: [[Miracle]] (incomplete); | ||
6/1: [[Passion]], [[ripple]] (incomplete); | 6/1: [[Passion]], [[ripple]] (incomplete);}} | ||
[[Category:7-tone scales]] | [[Category:7-tone scales]] | ||
[[Category:Antiarcheotonic]] | [[Category:Antiarcheotonic]] |
Revision as of 11:23, 7 October 2023
↑ 1L 5s | 2L 5s ↗ | |
1L 6s | 2L 6s → | |
↓ 1L 7s | 2L 7s ↘ |
┌╥┬┬┬┬┬┬┐ │║│││││││ │││││││││ └┴┴┴┴┴┴┴┘
Scale structure
ssssssL
Generator size
TAMNAMS information
Related MOS scales
Equal tunings
1L 6s, named onyx in TAMNAMS, is a 2/1-equivalent (octave-equivalent) moment of symmetry scale containing 1 large step and 6 small steps, repeating every octave. Generators that produce this scale range from 1028.6 ¢ to 1200 ¢, or from 0 ¢ to 171.4 ¢.
Name
TAMNAMS suggests the temperament-agnostic name onyx for this scale. The name comes from a lot of naming puns and references, namely:
- The name sounds like its step counts of one large step and six small steps.
- Onyxes come in different colors and types, which is a metaphor for this scale's generator range being quite large and containing the generator ranges of other MOS scales, such as 7L 1s, 8L 1s, and 9L 1s.
Theory
Low harmonic entropy scales
There is one notable harmonic entropy minimum: porcupine, in which the generator is around 150¢ to 170¢, two generators make a 6/5 (315.6¢), and three make a 4/3 (498¢).
Modes
Mode names are from Porcupine temperament modal harmony, proposed by William Lynch. Descriptive mode names reference the page's original descriptions of the modes.
Mode | UDP | Mode name | Descriptive mode name |
---|---|---|---|
Lssssss | 6|0 | chinchillian | Bright major |
sLsssss | 5|1 | badgerian | Dark major |
ssLssss | 4|2 | zebrian | Bright minor |
sssLsss | 3|3 | dingoian | Symmetric minor |
ssssLss | 2|4 | gazellian | Bright diminished |
sssssLs | 1|5 | lemurian | Dark diminished |
ssssssL | 0|6 | pandian | Magical seventh |