Freave: Difference between revisions
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{{Infobox Interval | {{Infobox Interval | ||
| Ratio = \frac{\text{root of }1-\cos(\sqrt{x})\cosh(\sqrt{x})\text{ near }x=62}{\text{root of }1-\cos(\sqrt{x})\cosh(\sqrt{x})\text{ near }x=22} | | Ratio = \frac{\text{root of }1-\cos(\sqrt{x})\cosh(\sqrt{x})\text{ near }x=62}{\text{root of }1-\cos(\sqrt{x})\cosh(\sqrt{x})\text{ near }x=22} | ||
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The '''freave''' is the ratio between the second [[partial]] and the fundamental frequency of a thin bar with free ends. The name ''freave'' is a combination of ''fre''e and oct''ave'', by analogy of the normal octave. | The '''freave'''{{idiosyncratic}} is the ratio between the second [[partial]] and the fundamental frequency of a thin bar with free ends. The name ''freave'' is a combination of ''fre''e and oct''ave'', by analogy of the normal octave. | ||
== See also == | == See also == | ||
* [[Cantilave]] | * [[Cantilave]] | ||
[[Category:Timbre]] | |||
[[Category:Simple inharmonic partials]] | |||
Latest revision as of 22:40, 10 August 2025
| Interval information |
The freave[idiosyncratic term] is the ratio between the second partial and the fundamental frequency of a thin bar with free ends. The name freave is a combination of free and octave, by analogy of the normal octave.