User Manual
Page 1227
...by 2. The following options: • Each fifth is perfectly tuned, with octaves out of tune. • Each octave is perfectly tuned, with no beats. (Beats are cyclic modulations in the tone.) This would be tuned by 2 to stay in Logic Pro 1227 Divide by 2 (to drop it another octave ...next fifth up: 150 x 3 = 450. To simplify this example: Imagine that the octave above C (100 Hz) is C (at 200 Hz), the practical exercise of a (C to C) circle of perfectly tuned fifths results in a C at 202.7287 Hz. Note C C# D D# E F (E#) F# G G# A A# B C Frequency (Hz) 100 106.7871 112.5 120.1355 126...
...by 2. The following options: • Each fifth is perfectly tuned, with octaves out of tune. • Each octave is perfectly tuned, with no beats. (Beats are cyclic modulations in the tone.) This would be tuned by 2 to stay in Logic Pro 1227 Divide by 2 (to drop it another octave ...next fifth up: 150 x 3 = 450. To simplify this example: Imagine that the octave above C (100 Hz) is C (at 200 Hz), the practical exercise of a (C to C) circle of perfectly tuned fifths results in a C at 202.7287 Hz. Note C C# D D# E F (E#) F# G G# A A# B C Frequency (Hz) 100 106.7871 112.5 120.1355 126...
User Manual
Page 1228
...Equal temperament takes the tuning error (the comma), and spreads it equally between a perfectly tuned octave and the octave resulting from a tuned circle of electronic keyboard instruments (or the Logic Pro software instruments) during a musical performance. Many instruments are more than 12 keys per... octave. 1228 Chapter 43 Project Settings in perfect tune. Some maximize pure thirds (Mean Tone...
...Equal temperament takes the tuning error (the comma), and spreads it equally between a perfectly tuned octave and the octave resulting from a tuned circle of electronic keyboard instruments (or the Logic Pro software instruments) during a musical performance. Many instruments are more than 12 keys per... octave. 1228 Chapter 43 Project Settings in perfect tune. Some maximize pure thirds (Mean Tone...