Submerged: Difference between revisions

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{{Infobox regtemp

| Title = Submerged

| Subgroups = 2.3.5.7, 2.3.5.7.11, 2.3.5.7.11.13

| Comma basis = [[525/512]], [[3125/3087]] (7-limit); <br>[[121/120]], [[441/440]], [[525/512]] (11-limit); <br>[[65/64]], [[105/104]], [[121/120]], [[441/440]]<br>(13-limit)

| Edo join 1 = 16 | Edo join 2 = 29

| Mapping = 1; 11 -1 -9 5 1

| Generators = 8/5 | Generators tuning = 827.0 | Optimization method = CWE

| MOS scales = [[3L 7s]], [[3L 10s]], [[13L 3s]]

| Odd limit 1 = 9 | Mistuning 1 = 13.2 | Complexity 1 = 45

| Odd limit 2 = 13 | Mistuning 2 = 14.7 | Complexity 2 = 45

}}

'''Submerged''' is a [[regular temperament|temperament]] [[periods and generators|generated]] by a sharply tuned minor sixth (or its [[octave complement]], a flatly tuned major third, adopted by this article for a comparison with [[magic]]), tempering out the [[submerged comma]] in the [[5-limit]]. The major third is slightly flat of magic's major third, which itself is slightly flat of a just 5/4, making submerged's generator arguably a [[submajor and supraminor|submajor]] third. The comma's [[monzo]] is {{monzo| -27 1 11 }}, which implies that eleven 8/5's minus seven octaves stack to make a [[3/2]], thus making its [[ploidacot]] zeta-hendecacot.

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+{{Infobox regtemp
+| Title = Submerged
+| Subgroups = 2.3.5.7, 2.3.5.7.11, 2.3.5.7.11.13
+| Comma basis = [[525/512]], [[3125/3087]] (7-limit); <br>[[121/120]], [[441/440]], [[525/512]] (11-limit); <br>[[65/64]], [[105/104]], [[121/120]], [[441/440]]<br>(13-limit)
+| Edo join 1 = 16 | Edo join 2 = 29
+| Mapping = 1; 11 -1 -9 5 1
+| Generators = 8/5 | Generators tuning = 827.0 | Optimization method = CWE
+| MOS scales = [[3L 7s]], [[3L 10s]], [[13L 3s]]
+| Odd limit 1 = 9 | Mistuning 1 = 13.2 | Complexity 1 = 45
+| Odd limit 2 = 13 | Mistuning 2 = 14.7 | Complexity 2 = 45
+}}
 '''Submerged''' is a [[regular temperament|temperament]] [[periods and generators|generated]] by a sharply tuned minor sixth (or its [[octave complement]], a flatly tuned major third, adopted by this article for a comparison with [[magic]]), tempering out the [[submerged comma]] in the [[5-limit]]. The major third is slightly flat of magic's major third, which itself is slightly flat of a just 5/4, making submerged's generator arguably a [[submajor and supraminor|submajor]] third. The comma's [[monzo]] is {{monzo| -27 1 11 }}, which implies that eleven 8/5's minus seven octaves stack to make a [[3/2]], thus making its [[ploidacot]] zeta-hendecacot.