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3L 2s (3/2-equivalent): Difference between revisions

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Line 21: Line 21:
[[Comma]] list: [[245/243]]
[[Comma]] list: [[245/243]]


"Inharmonic TE" pure-3/2 generator: ~7/6 = 262.8529
Optimal "inharmonic TE" pure-3/2 generator: ~7/6 = 262.8529


"Subgroup TE" pure-3/2 generator: ~7/6 = 262.1728
Optimal "subgroup TE" pure-3/2 generator: ~7/6 = 262.1728


[[Mapping]]: [{{val|1 1 3}}, {{val|0 1 -2}}]
[[Mapping]]: [{{val|1 1 3}}, {{val|0 1 -2}}]
Line 33: Line 33:
[[Comma]] list: [[245/243]], [[100/99]]
[[Comma]] list: [[245/243]], [[100/99]]


"Inharmonic TE" pure-3/2 generator: ~7/6 = 264.3198
Optimal "inharmonic TE" pure-3/2 generator: ~7/6 = 264.3198


"Subgroup TE" pure-3/2 generator: ~7/6 = 264.3771
Optimal "subgroup TE" pure-3/2 generator: ~7/6 = 264.3771


[[Mapping]]: [{{val|1 1 3 4}}, {{val|0 1 -2 -4}}]
[[Mapping]]: [{{val|1 1 3 4}}, {{val|0 1 -2 -4}}]
Line 46: Line 46:
[[Comma]] list: [[245/243]], [[441/440]]
[[Comma]] list: [[245/243]], [[441/440]]


"Inharmonic TE" pure-3/2 generator: ~7/6 = 261.8554
Optimal "inharmonic TE" pure-3/2 generator: ~7/6 = 261.8554


"Subgroup TE" pure-3/2 generator: ~7/6 = 261.5939
Optimal "subgroup TE" pure-3/2 generator: ~7/6 = 261.5939


[[Mapping]]: [{{val|1 1 3 1}}, {{val|0 1 -2 4}}]
[[Mapping]]: [{{val|1 1 3 1}}, {{val|0 1 -2 4}}]
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