User:BudjarnLambeth/Magnetosphere scale: Difference between revisions
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Here is an approximation of the scale in [[5- to 8-tone scales from the modes of the subharmonic series|mode 42 of the subharmonic series]] ([[ | Here is an approximation of the scale in [[5- to 8-tone scales from the modes of the subharmonic series|mode 42 of the subharmonic series]] ([[42ifdo]]): | ||
<pre> | <pre> | ||
! SubharmAurora.scl | ! SubharmAurora.scl | ||
Revision as of 22:32, 18 April 2023
The Aurora scale is a subset of Hexany 1728. It works well with deep sub bass.
! aurora.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 2592/2401 432/343 3/2 12/7 2/1
Here is an approximation of the scale in mode 42 of the subharmonic series (42ifdo):
! SubharmAurora.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 42/39 42/33 42/28 42/23 42/21
Here are tempered versions of the scale in 12edo, 15edo, 21edo, 22edo, 31edo, 43edo and 72edo:
! 12aurora.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 100.000 400.000 700.000 1000.000 1200.000
! zeta15aurora.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 159.431 398.578 717.441 956.588 1195.735
! 21aurora.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 114.286 400.000 685.714 1028.571 1200.000
! 22aurora.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 109.091 381.818 709.091 927.273 1200.000
! 31aurora.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 116.129 387.097 696.774 1006.452 1200.000
! 43aurora.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 111.628 390.698 697.674 1004.651 1200.000
! 72auroraI.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 133.333 400.000 700.000 933.333 1200.000
! 72auroraII.scl ! Pentatonic subset of Hexany orwellismic (1728/1715) 2.3.7 convex closure 5 ! 133.333 400.000 700.000 1050.000 1200.000