Equal-step tuning: Difference between revisions
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* We can describe the pattern as follow: Alpha division = <math>2\times {s2} - 1</math>; Beta division = <math>2\times {s2} + 1</math>; Gamma division = Alpha division + Beta division | * We can describe the pattern as follow: Ratio divided = (n+1) / (n-1); if n%2 = 0 then a-b = 2 else a-b = 1; Small SSCP = (n+1) / n; Big SSCP = n / (n-1); Alpha division = <math>2\times {s2} - 1</math>; Beta division = <math>2\times {s2} + 1</math>; Gamma division = Alpha division + Beta division = 4 x n | ||
* Alpha types flatten the smaller interval and sharpen the larger; Beta types do the reverse; Gamma types again flatten the smaller and sharpen the larger. | * Alpha types flatten the smaller interval and sharpen the larger; Beta types do the reverse; Gamma types again flatten the smaller and sharpen the larger. | ||