Logarithmic phi: Difference between revisions
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Logarithmic phi is not to be confused with [[acoustic phi]], which is 833.1{{c}}. | Logarithmic phi is not to be confused with [[acoustic phi]], which is 833.1{{c}}. | ||
The [[phith root of phi]] is another interval with interesting properties, that divides acoustic phi logarithmically by phi (in the same way that logarithmic phi divides the octave by logarithmically by phi), which creates self similar, fractal-like scales. | |||
Logarithmic phi is well-approximated in equal divisions of the octave corresponding to the Fibonacci sequence: [[8edo]], [[13edo]], [[21edo]], [[34edo]], [[55edo]], etc. | Logarithmic phi is well-approximated in equal divisions of the octave corresponding to the Fibonacci sequence: [[8edo]], [[13edo]], [[21edo]], [[34edo]], [[55edo]], etc. | ||
== Approximation == | |||
{{Interval edo approximation|interval = 353/230}} | |||
== See also == | == See also == | ||