User:Cmloegcmluin/APS: Difference between revisions

(Temporarily) clarify that this can be specified two ways. In the end it may entail distinct symbols for pitch relation and frequency ratio
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An '''APS''', or '''arithmetic pitch sequence''', is a kind of [[Arithmetic tunings|arithmetic]] and [[Harmonotonic tunings|harmonotonic]] [[tuning]]. It can also be called an '''equal multiplication'''.
An '''APS''', or '''arithmetic pitch sequence''', is a kind of [[Arithmetic tunings|arithmetic]] and [[Harmonotonic tunings|harmonotonic]] [[tuning]]. It can also be called an '''equal multiplication'''.


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! 4
! 4
|-
|-
! Frequency (''f'')
! frequency (''f'', ratio)
| (1)
| (1)
| 1.19
| 1.19
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| 2
| 2
|-
|-
! Pitch (log₂''f'')
! length (1/''f'', ratio)
| (0/4)
| (0/4)
| 1/4
| 1/4
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| 0.5
| 0.5
|}
|}
== List of notable APSs ==
{{See also| AS #List of ASs }}
* APS35.099¢, tuning of [[Carlos Gamma]]
* APS63.833¢, tuning of [[Carlos Beta]]
* [[1ed69c|APS69¢]]
* APS77.965¢, tuning of [[Carlos Alpha]]
* [[1ed86.4c|APS86.4¢]]
* [[88cET|APS88¢]]
* [[1ed97.5c|APS97.5¢]]
* [[1ed125c|APS125¢]]
For a more complete list, see [[Gallery of arithmetic pitch sequences]]. But do note that the gallery includes many obscure tunings that are of less importance to most xenharmonicists compared to the more curated selection listed above.


[[Category:Equal-step tuning‏‎]]
[[Category:Equal-step tuning‏‎]]
[[Category:Xenharmonic series]]
[[Category:Xenharmonic series]]