| | I found this chart on the web a long time ago. It may still exist
elsewhere, but I found it interesting enough from an analytical point of view to
preserve here.
Calculation for Equal-Tempered tuning [A3 = 440Hz]
Hertz |
Octave=0 |
Octave=1 |
Octave=2 |
Octave=3 |
Octave=4 |
Octave=5 |
0 |
A |
55.000 |
110.000 |
220.000 |
440.000 |
880.000 |
1,760.000 |
1 |
A#/Bb |
58.270 |
116.541 |
233.082 |
466.164 |
932.328 |
1,864.655 |
2 |
B |
61.735 |
123.471 |
246.942 |
493.883 |
987.767 |
1,975.533 |
3 |
C |
65.406 |
130.813 |
261.626 |
523.251 |
1,046.502 |
2,093.005 |
4 |
C#/Db |
69.296 |
138.591 |
277.183 |
554.365 |
1,108.731 |
2,217.461 |
5 |
D |
73.416 |
146.832 |
293.665 |
587.330 |
1,174.659 |
2,349.318 |
6 |
D#/Eb |
77.782 |
155.563 |
311.127 |
622.254 |
1,244.508 |
2,489.016 |
7 |
E |
82.407 |
164.814 |
329.628 |
659.255 |
1,318.510 |
2,637.020 |
8 |
F |
87.307 |
174.614 |
349.228 |
698.456 |
1,396.913 |
2,793.826 |
9 |
F#/Gb |
92.499 |
184.997 |
369.994 |
739.989 |
1,479.978 |
2,959.955 |
10 |
G |
97.999 |
195.998 |
391.995 |
783.991 |
1,567.982 |
3,135.963 |
11 |
G#/Ab |
103.826 |
207.652 |
415.305 |
830.609 |
1,661.219 |
3,322.438 |
12 |
A |
110.000 |
220.000 |
440.000 |
880.000 |
1,760.000 |
3,520.000 |
From: http://tyala.freeyellow.com/4scales.htm#Freq
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