Guitar Tunings Chart

Every tuning the tuner knows, with the note and exact frequency of each string. Click a tuning to open a tuner already set to it.

Standard and lowered standard

Every string moves by the same amount, so every chord shape stays the same.

TuningString 6String 5String 4String 3String 2String 1Tension
Standard (E)0 0 0 0 0 0E282.41A2110.00D3146.83G3196.00B3246.94E4329.63100%
Half Step Down−1 −1 −1 −1 −1 −1E♭277.78A♭2103.83D♭3138.59G♭3185.00B♭3233.08E♭4311.1389%
Full Step Down−2 −2 −2 −2 −2 −2D273.42G298.00C3130.81F3174.61A3220.00D4293.6679%
C Standard−4 −4 −4 −4 −4 −4C265.41F287.31B♭2116.54E♭3155.56G3196.00C4261.6363%
B Standard−5 −5 −5 −5 −5 −5B161.74E282.41A2110.00D3146.83F♯3185.00B3246.9456%

Drop tunings

The 6th string sits a fifth below the 5th instead of a fourth, so the bottom three strings make a one-finger power chord.

TuningString 6String 5String 4String 3String 2String 1Tension
Drop D−2 0 0 0 0 0D273.42A2110.00D3146.83G3196.00B3246.94E4329.6397%
Drop C♯−3 −1 −1 −1 −1 −1C♯269.30G♯2103.83C♯3138.59F♯3185.00A♯3233.08D♯4311.1386%
Drop C−4 −2 −2 −2 −2 −2C265.41G298.00C3130.81F3174.61A3220.00D4293.6677%
Drop B−5 −3 −3 −3 −3 −3B161.74F♯292.50B2123.47E3164.81G♯3207.65C♯4277.1868%

Open tunings

The open strings sound a major chord. A straight barre — or a slide — plays a chord at any fret.

TuningString 6String 5String 4String 3String 2String 1Tension
Open G−2 −2 0 0 0 −2D273.42G298.00D3146.83G3196.00B3246.94D4293.6690%
Open D−2 0 0 −1 −2 −2D273.42A2110.00D3146.83F♯3185.00A3220.00D4293.6688%
Open E0 +2 +2 +1 0 0E282.41B2123.47E3164.81G♯3207.65B3246.94E4329.63111%
Open A0 0 +2 +2 +2 0E282.41A2110.00E3164.81A3220.00C♯4277.18E4329.63113%
Open C−4 −2 −2 0 +1 0C265.41G298.00C3130.81G3196.00C4261.63E4329.6389%

Modal tunings

Open strings that are neither major nor minor, for drones and ringing melodies.

TuningString 6String 5String 4String 3String 2String 1Tension
DADGAD−2 0 0 0 −2 −2D273.42A2110.00D3146.83G3196.00A3220.00D4293.6690%

High-strung tuning

Standard note names with the four lowest strings an octave up — so the tension column means thinner strings, not tighter ones.

TuningString 6String 5String 4String 3String 2String 1Tension
Nashville+12 +12 +12 +12 0 0E3164.81A3220.00D4293.66G4392.00B3246.94E4329.63300%

Other instruments

Standard tuning for each instrument, then alternate tunings of those instruments, in string order as tuned. Paired courses are shown once.

InstrumentNotes and frequencies (Hz)
BassE1 41.20A1 55.00D2 73.42G2 98.00
5-String BassB0 30.87E1 41.20A1 55.00D2 73.42G2 98.00
UkuleleG4 392.00C4 261.63E4 329.63A4 440.00
7-String GuitarB1 61.74E2 82.41A2 110.00D3 146.83G3 196.00B3 246.94E4 329.63
12-String GuitarE2 82.41E3 164.81A2 110.00A3 220.00D3 146.83D4 293.66G3 196.00G4 392.00B3 246.94E4 329.63
Baritone UkuleleD3 146.83G3 196.00B3 246.94E4 329.63
MandolinG3 196.00D4 293.66A4 440.00E5 659.26
BanjoG4 392.00D3 146.83G3 196.00B3 246.94D4 293.66
ViolinG3 196.00D4 293.66A4 440.00E5 659.26
ViolaC3 130.81G3 196.00D4 293.66A4 440.00
CelloC2 65.41G2 98.00D3 146.83A3 220.00
Double BassE1 41.20A1 55.00D2 73.42G2 98.00
CavaquinhoD4 293.66G4 392.00B4 493.88D5 587.33
Drop AA1 55.00E2 82.41A2 110.00D3 146.83G3 196.00B3 246.94E4 329.63
Drop D BassD1 36.71A1 55.00D2 73.42G2 98.00
Low G UkuleleG3 196.00C4 261.63E4 329.63A4 440.00

Reading the Chart

Each row is one tuning, with the strings in the order they sit on the guitar: string 6, the thickest, on the left, and string 1 on the right. Every cell gives the note, its octave, and its frequency in hertz. Under each tuning's name is the move from standard for every string, in semitones, which is the quickest way to see how much work a retune is. Drop D changes one string; open C changes four, raising one of them and taking the low string down four semitones.

The tension column answers the question that matters once you have retuned: how will it feel? Lowering a string a semitone takes about 11% of its tension away. A whole step takes 21%. That is why Drop D feels almost the same as standard, while Drop B on the same strings feels like rubber bands.

The Main Families

Lowered standard

Half step down and full step down keep the shape of standard tuning and move everything lower. You play exactly the same chords and they come out lower, which suits singers and gives the looser, heavier feel heard on a lot of blues-rock and grunge. Go further and you reach C standard and B standard, where the same shapes need much heavier strings.

Drop tunings

A drop tuning lowers the 6th string a whole step below the matching lowered standard, so the three lowest strings become a root, fifth and octave. Drop D, Drop C♯, Drop C and Drop B all have that identical shape at different depths, so a riff learned in one plays in all of them.

Open tunings

Open G, open D, open E, open A and open Care tuned so the open strings sound a major chord. Barring a single fret then plays a major chord in another key, which is what makes them the slide guitarist's tunings. Open E and open A get there by raising strings, adding tension; the others mostly lower them.

Modal tunings

DADGAD is the best-known: its open strings make a suspended chord with no third, so they ring under melodies in both major and minor keys. It is the standard tuning of Celtic guitar and widely used in acoustic fingerstyle.

High-strung tuning

Nashville tuning keeps the note names of standard but puts the four lowest strings up an octave, using the thin octave strings from a 12-string set. It is a recording trick: doubled with a normal guitar, it gives a 12-string shimmer that is easier to play.

Which Tuning Did That Band Use?

If you are trying to play along with a record and nothing lines up, the song is probably in one of these tunings. The guitar tunings by band guide lists the tunings well-known artists are documented as using, each linked to a tuner already set to it.

Retuning Without Breaking Strings

Tune down to a note where you can, then up to it, so the string settles against tension rather than slipping. When a tuning lowers several strings a long way, do the biggest move last and go round all six strings two or three times: taking tension off the neck lets it straighten slightly, and the strings you tuned first will drift flat. Tunings that raise strings — open E and open A — are the ones that break them. Raise them slowly, and if you use either often, consider a lighter set.

For the tunings that take a lot of tension away, the string tension calculator will tell you which gauges bring the feel back to normal, and the chord finder names any shape you find in an unfamiliar tuning.

Frequently Asked Questions

Where do these frequencies come from?

They are equal-tempered pitches at A4 = 440 Hz, worked out from each note's distance to A4. They are the same numbers the tuner on each linked page listens for, generated from one table, so the chart and the tuner cannot disagree.

What does the row of numbers under each tuning mean?

How many semitones each string moves from standard tuning, from string 6 to string 1. Drop D is −2 0 0 0 0 0: only the low string changes, by a whole step. Open G is −2 −2 0 0 0 −2.

How is the tension column worked out?

String tension rises and falls with the square of the pitch. The column assumes you keep the same strings and averages each string's tension against standard tuning. It is a guide to how slack a tuning will feel, not a measurement — use the string tension calculator for figures in pounds or kilograms for your actual gauges.

Why are the octave numbers written after the notes?

Scientific pitch notation tells two notes with the same name apart. Middle C is C4, the low E string is E2, and the high E string is E4, two octaves above it. The number changes at each C, which is why the low B in Drop B is B1 while the D above it is D2.

Which tuning should I learn after standard?

Drop D for rock and metal, half step down if you play along with records from the 1960s to the 1990s, and open G or DADGAD if you play acoustic or slide. Each one changes few strings and opens a lot of new music.

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