PFDO: Difference between revisions
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Rework intro and formula |
Important to note "first octave". |
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* ''p'' = -1 corresponds to [[IFDO]]. | * ''p'' = -1 corresponds to [[IFDO]]. | ||
Except for the case where ''p'' = 0, the [[frequency ratio]] of the ''k''-th interval of ''n''-''p''-FDO is | Except for the case where ''p'' = 0, the [[frequency ratio]] of the ''k''-th interval in the first octave of ''n''-''p''-FDO is | ||
$$\left( (n - k)/n + 2^p \cdot k/n \right)^{1/p}$$ | $$\left( (n - k)/n + 2^p \cdot k/n \right)^{1/p}$$ | ||
Latest revision as of 11:54, 2 June 2024
A p-FDO (p-mean frequency division of the octave) is a periodic tuning system which divides the octave using power means. For example:
Except for the case where p = 0, the frequency ratio of the k-th interval in the first octave of n-p-FDO is
$$\left( (n - k)/n + 2^p \cdot k/n \right)^{1/p}$$
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