Ploidacot/Diploid monocot: Difference between revisions

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{{Breadcrumb}}{{Infobox ploidacot|Ploids=2|Shears=0|Cots=1|Pergen=[P8/2, P5]|Forms=10, 12|Title=Diploid monocot|Wedgie=2}}
{{Breadcrumb}}{{Infobox ploidacot|Ploids=2|Shears=0|Cots=1|Pergen=[P8/2, P5]|Forms=8, 10, 12|Title=Diploid monocot|Wedgie=2}}
'''Diploid monocot''' is a temperament archetype where the generator is a [[3/2]] perfect fifth and the period is half a [[2/1]] octave, or 600{{c}}. The generator can also be characterized as a perfect fourth [[4/3]], or as a "perfect semitone" <math>\frac{3}{2\sqrt{2}}</math>. Diploid monocot temperaments usually generate the [[2L&nbsp;8s]] MOS structure and either [[2L&nbsp;10s]] (and thus [[12L&nbsp;2s]]) or [[10L&nbsp;2s]] as children.
'''Diploid monocot''' is a temperament archetype where the generator is a [[3/2]] perfect fifth and the period is half a [[2/1]] octave, or 600{{c}}. The generator can also be characterized as a perfect fourth [[4/3]], or as a "perfect semitone" <math>\frac{3}{2\sqrt{2}}</math>. Diploid monocot temperaments usually generate the [[2L&nbsp;8s]] MOS structure and either [[2L&nbsp;10s]] (and thus [[12L&nbsp;2s]]) or [[10L&nbsp;2s]] as children.


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|+ style="font-size: 105%;" | Diploid monocot intervals (assuming pure fifth and octave)
|+ style="font-size: 105%;" | Diploid monocot intervals (assuming pure fifth and octave)
|-
|-
! colspan="4" | Ploid 1
! rowspan="2" | #
! colspan="4" | Ploid 2
! colspan="3" | Ploid 1
! colspan="3" | Ploid 2
|-
|-
! #
! Cents
! Cents
! Notation
! Name
! Name
! Cents
! Notation
! Notation
! #
! Cents
! Name
! Name
! Notation
|-
|-
| −5
| −5
| 90.23
| 90.22
| Db
| minor second
| minor second
| Db
| 690.22
| −5
| 690.23
| —
| —
| —
| —
Line 33: Line 31:
| —
| —
| —
| —
| −4
| 792.18
| 792.18
| Ab
| minor sixth
| minor sixth
| Ab
|-
|-
| −3
| −3
| 294.14
| 294.13
| Eb
| minor third
| minor third
| Eb
| 894.13
| −3
| 894.14
| —
| —
| —
| —
|-
|-
| −2
| −2
|396.09
| 396.09
| —
| —
| —
| —
| −2
| 996.09
| 996.09
| Bb
| minor seventh
| minor seventh
| Bb
|-
|-
| −1
| −1
| 498.05
| 498.04
| F
| perfect fourth
| perfect fourth
| F
| 1098.04
| −1
| 1,098.05
| —
| —
| —
| —
Line 67: Line 61:
| 0
| 0
| 0
| 0
| C
| unison
| unison
| C
| 0
| 600
| 600
| —
| —
Line 78: Line 71:
| —
| —
| —
| —
| 1
| 701.96
| 701.96
| G
| perfect fifth
| perfect fifth
| G
|-
|-
| 2
| 2
| 203.91
| 203.91
| D
| major second
| major second
| D
| 2
| 803.91
| 803.91
| —
| —
Line 96: Line 87:
| —
| —
| —
| —
| 3
| 905.87
| 905.87
| A
| major sixth
| major sixth
| A
|-
|-
| 4
| 4
| 407.82
| 407.82
| E
| major third
| major third
| E
| 1007.82
| 4
| 1,007.82
| —
| —
| —
| —
Line 114: Line 103:
| —
| —
| —
| —
| 5
| 1109.78
| 1,109.78
| B
| major seventh
| major seventh
| B
|}
|}


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Injera extends [[meantone]] by setting 7/5 equal to 10/7, so that both [[5/4]] and [[7/4]] are found at 4 generators up, offset by a 600{{c}} tritone representing both 7/5 and 10/7.
Injera extends [[meantone]] by setting 7/5 equal to 10/7, so that both [[5/4]] and [[7/4]] are found at 4 generators up, offset by a 600{{c}} tritone representing both 7/5 and 10/7.


[[Category:Ploidacot]]
[[Category:Ploidacot|Diploid monocot]]