11358058edo: Difference between revisions
Tristanbay (talk | contribs) Attempting to fix Infobox ET |
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{{Novelty}} | |||
{{Infobox ET|Consistency=35|Distinct consistency=35|ET identifier=11358058edo|Prime factorization=2 × 5679029|Step size=0.000105651864¢|Fifth=6644038\11358058 (701.955¢) (→3322019\5679029)|Semitones=1076034:853984 (113.7¢:90.23¢)}} | {{Infobox ET|Consistency=35|Distinct consistency=35|ET identifier=11358058edo|Prime factorization=2 × 5679029|Step size=0.000105651864¢|Fifth=6644038\11358058 (701.955¢) (→3322019\5679029)|Semitones=1076034:853984 (113.7¢:90.23¢)}} | ||
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While not practical to build an acoustic instrument for, one potential use of this system is in electronic music production, where free modulation between higher-limit JI intervals is desired. Instead of keeping track of the intervals directly, the number of steps to the octave for an interval could simply be added or subtracted from one note to get to the next. However, the consistency of this tuning is limited, and the sequence of intervals may eventually start to deviate from their true JI counterparts. | While not practical to build an acoustic instrument for, one potential use of this system is in electronic music production, where free modulation between higher-limit JI intervals is desired. Instead of keeping track of the intervals directly, the number of steps to the octave for an interval could simply be added or subtracted from one note to get to the next. However, the consistency of this tuning is limited, and the sequence of intervals may eventually start to deviate from their true JI counterparts. | ||
=== Prime harmonics === | |||
{{Harmonics in equal|11358058}} | |||
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