Note Frequency Table For Guitar Players

Note Names, Frequency and MIDI Codes Relationship

When producing music, especially with digital instruments, knowing the relationships among MIDI, frequency and note names is crucial.

This knowledge allows for accurate translation of guitar music into digital formats and vice versa.

On this page, you'll find an interactive tool and a complete table that will help you understand how to express a note by frequency, and, conversely, the frequency of musical notes.

Interactive Fretboard To Show MIDI, Note Names and Frequency

This fretboard shows the musical notes, the MIDI codes and their pitch frequencies in Hertz (Hz).

Click on some frets and select "show MIDI", names or frequency.

What is MIDI

MIDI (Musical Instrument Digital Interface) is a technical standard that describes a protocol, digital interface, and connectors, allowing a wide variety of electronic musical instruments, computers, and other devices to connect and communicate with each other.

Notes On The Guitar

Each note on the guitar, like on any musical instrument, can be represented by a specific MIDI code.

This code is a numerical representation of a specific note and its octave.

Notes On The Guitar

Each note in music corresponds to a specific frequency.

Frequency is measured in Hertz (Hz) and represents the number of cycles per second of a sound wave.

For example, the A open string on a guitar (A2) typically vibrates at 110 Hz.

Note Frequency Chart

The music frequency chart below shows the note frequency for all the existing MIDI codes and the corresponding note names.

Note Midi Freq (hz)
Cb0 11 15.434
C0 12 16.352
Db0 13 17.324
C#0 13 17.324
D0 14 18.354
Eb0 15 19.445
D#0 15 19.445
Fb0 16 20.602
E0 16 20.602
F0 17 21.827
E#0 17 21.827
Gb0 18 23.125
F#0 18 23.125
G0 19 24.5
Ab0 20 25.957
G#0 20 25.957
A0 21 27.5
Bb0 22 29.135
A#0 22 29.135
Cb1 23 30.868
B0 23 30.868
C1 24 32.703
B#0 24 32.703
Db1 25 34.648
C#1 25 34.648
D1 26 36.708
Eb1 27 38.891
D#1 27 38.891
Fb1 28 41.203
E1 28 41.203
F1 29 43.654
E#1 29 43.654
Gb1 30 46.249
F#1 30 46.249
G1 31 48.999
Ab1 32 51.913
G#1 32 51.913
A1 33 55
Bb1 34 58.27
A#1 34 58.27
Cb2 35 61.735
B1 35 61.735
C2 36 65.406
B#1 36 65.406
Db2 37 69.296
C#2 37 69.296
D2 38 73.416
Eb2 39 77.782
D#2 39 77.782
Fb2 40 82.407
E2 40 82.407
F2 41 87.307
E#2 41 87.307
Gb2 42 92.499
F#2 42 92.499
G2 43 97.999
Ab2 44 103.83
G#2 44 103.83
A2 45 110
Bb2 46 116.54
A#2 46 116.54
Cb3 47 123.47
B2 47 123.47
C3 48 130.81
B#2 48 130.81
Db3 49 138.59
C#3 49 138.59
D3 50 146.83
Eb3 51 155.56
D#3 51 155.56
Fb3 52 164.81
E3 52 164.81
F3 53 174.61
E#3 53 174.61
Gb3 54 185
F#3 54 185
G3 55 196
Ab3 56 207.65
G#3 56 207.65
A3 57 220
Bb3 58 233.08
A#3 58 233.08
Cb4 59 246.94
B3 59 246.94
C4 60 261.63
B#3 60 261.63
Db4 61 277.18
C#4 61 277.18
D4 62 293.66
Eb4 63 311.13
D#4 63 311.13
Fb4 64 329.63
E4 64 329.63
F4 65 349.23
E#4 65 349.23
Gb4 66 369.99
F#4 66 369.99
G4 67 392
Ab4 68 415.3
G#4 68 415.3
A4 69 440
Bb4 70 466.16
A#4 70 466.16
Cb5 71 493.88
B4 71 493.88
C5 72 523.25
B#4 72 523.25
Db5 73 554.37
C#5 73 554.37
D5 74 587.33
Eb5 75 622.25
D#5 75 622.25
Fb5 76 659.26
E5 76 659.26
F5 77 698.46
E#5 77 698.46
Gb5 78 739.99
F#5 78 739.99
G5 79 783.99
Ab5 80 830.61
G#5 80 830.61
A5 81 880
Bb5 82 932.33
A#5 82 932.33
Cb6 83 987.77
B5 83 987.77
C6 84 1046.5
B#5 84 1046.5
Db6 85 1108.7
C#6 85 1108.7
D6 86 1174.7
Eb6 87 1244.5
D#6 87 1244.5
Fb6 88 1318.5
E6 88 1318.5
F6 89 1396.9
E#6 89 1396.9
Gb6 90 1480
F#6 90 1480
G6 91 1568
Ab6 92 1661.2
G#6 92 1661.2
A6 93 1760
Bb6 94 1864.7
A#6 94 1864.7
Cb7 95 1975.5
B6 95 1975.5
C7 96 2093
B#6 96 2093
Db7 97 2217.5
C#7 97 2217.5
D7 98 2349.3
Eb7 99 2489
D#7 99 2489
Fb7 100 2637
E7 100 2637
F7 101 2793.8
E#7 101 2793.8
Gb7 102 2960
F#7 102 2960
G7 103 3136
Ab7 104 3322.4
G#7 104 3322.4
A7 105 3520
Bb7 106 3729.3
A#7 106 3729.3
Cb8 107 3951.1
B7 107 3951.1
C8 108 4186
B#7 108 4186
Db8 109 4434.9
C#8 109 4434.9
D8 110 4698.6
Eb8 111 4978
D#8 111 4978
Fb8 112 5274
E8 112 5274
F8 113 5587.7
E#8 113 5587.7
Gb8 114 5919.9
F#8 114 5919.9
G8 115 6271.9
Ab8 116 6644.9
G#8 116 6644.9
A8 117 7040
Bb8 118 7458.6
A#8 118 7458.6
Cb9 119 7902.1
B8 119 7902.1
C9 120 8372
B#8 120 8372
Db9 121 8869.8
C#9 121 8869.8
D9 122 9397.3
Eb9 123 9956.1
D#9 123 9956.1
Fb9 124 10548
E9 124 10548
F9 125 11175
E#9 125 11175
Gb9 126 11840
F#9 126 11840
G9 127 12544
Ab9 128 13290
G#9 128 13290
A9 129 14080
Bb9 130 14917
A#9 130 14917
B9 131 15804
B#9 132 16744

MIDI, Notes and Frequency Recap

To recap, the MIDI code is a digital representation of the note.

The note name and octave number give a musical representation that musicians use.

The frequency is the physical property of the sound wave produced when the note is played.

Each note on the guitar can be described in these three ways.

Moving up a fret on the guitar increases the pitch by a semitone.

This change can be observed in the MIDI code (increases by 1), the note name and octave (changes according to musical scales), and the frequency (which increases).

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