Oscillorwell: Difference between revisions
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'''Oscillorwell''' is a family of 22 tone | '''Oscillorwell''' is a family of [[Category:22-tone scales|22 tone]] [[temperament]]s with sinusoidally varying [[generator]]s. | ||
== Oscillorwell, 3/2 repeating version == | == Oscillorwell, 3/2 repeating version == | ||
The formula for the nth generator is 1200*log(7/6,2) + 9.674*sin(pi n/7)^2, where the factor is chosen so that every seventh generator would form a just 3/2. | The formula for the nth generator is 1200*log(7/6,2) + 9.674*sin(pi n/7)^2, where the factor is chosen so that every seventh generator would form a [[just]] [[3/2]]. | ||
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== Oscillorwell, 7/4 repeating version == | == Oscillorwell, 7/4 repeating version == | ||
The formula for the nth generator is 1200*log(7/6,2) + 8.465*sin(pi n/8)^2, where the factor is chosen so that every eighth generator would form a just 7/4. | The formula for the nth generator is 1200*log(7/6,2) + 8.465*sin(pi n/8)^2, where the factor is chosen so that every eighth generator would form a just [[7/4]]. | ||
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