Hemipyth: Difference between revisions
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== MOS patterns == | == MOS patterns == | ||
{{Idiosyncratic terms|The mos names for hemipyth[14], hemipyth[24], and hemipyth[34] are proposals described on [[TAMNAMS_Extension #Naming mos descendants]].}} | |||
By default hemipyth[n] refers to a [[MOS]] pattern of size n inside the octave i.e. there are always two √2 periods per octave. The generator is √3 unless otherwise stated. | By default hemipyth[n] refers to a [[MOS]] pattern of size n inside the octave i.e. there are always two √2 periods per octave. The generator is √3 unless otherwise stated. | ||
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|- | |- | ||
! hemipyth[n] | ! hemipyth[n] | ||
!TAMNAMS name!! MOS pattern !! hardness (untempered) | ! TAMNAMS name !! MOS pattern !! hardness (untempered) | ||
|- | |- | ||
| hemipyth[4] | | hemipyth[4] | ||
|biwood|| [[2L 2s]] || 1.4094 | | biwood || [[2L 2s]] || 1.4094 | ||
|- | |- | ||
| hemipyth[6] | | hemipyth[6] | ||
|citric|| [[4L 2s]] || 2.4424 | | citric || [[4L 2s]] || 2.4424 | ||
|- | |- | ||
| hemipyth[10] | | hemipyth[10] | ||
|lime|| [[4L 6s]] || 1.4424 | | lime || [[4L 6s]] || 1.4424 | ||
|- | |- | ||
| hemipyth[14] | | hemipyth[14] | ||
|m-chro lime|| [[10L 4s]] || 2.260 | | m-chro lime || [[10L 4s]] || 2.260 | ||
|- | |- | ||
| hemipyth[24] | | hemipyth[24] | ||
|f-enhar lime|| [[10L 14s]] || 1.260 | | f-enhar lime || [[10L 14s]] || 1.260 | ||
|- | |- | ||
|hemipyth[34] | | hemipyth[34] | ||
|paso-lime | | paso-lime | ||
|[[24L 10s]] | | [[24L 10s]] | ||
|3.8459 | | 3.8459 | ||
|- | |- | ||
|hemipyth[58] | | hemipyth[58] | ||
| | | | ||
|[[24L 34s]] | | [[24L 34s]] | ||
|2.8459 | | 2.8459 | ||
|- | |- | ||
|hemipyth[82] | | hemipyth[82] | ||
| | | | ||
|[[24L 58s]] | | [[24L 58s]] | ||
|1.8459 | | 1.8459 | ||
|- | |- | ||
|hemipyth[106] | | hemipyth[106] | ||
| | | | ||
|[[82L 24s]] | | [[82L 24s]] | ||
|1.1822 | | 1.1822 | ||
|} | |} | ||