Double Drop D Tuner

42 tunings with step-by-step changes from standard, a mic tuner, reference tones, and a custom tuning builder.

Double drop D tuning is D A D G B D, from the lowest (6th) string to the highest (1st). Compared with standard tuning, 2 strings change.

Both E strings down to D. Rings beautifully in the key of D and is a gentle step towards open tunings.

The open strings ring Gadd9 (with D as the lowest note), with the dropped string as a deep root.

Double drop D notes and frequencies

1stD4↓ -22ndB3·3rdG3·4thD3·5thA2·6thD2↓ -2
StringNoteFrequency (A = 440 Hz)Change
1st (highest)D4293.66 Hz-2 from E
2ndB3246.94 Hzas standard
3rdG3196.00 Hzas standard
4thD3146.83 Hzas standard
5thA2110.00 Hzas standard
6th (lowest)D273.42 Hz-2 from E

How to tune to Double drop D from standard

  1. Tune the 6th string down a whole step (2 semitones), from E to D. Check it against the open 4th string: it should be the same note one octave lower.
  2. Tune the 1st string down a whole step (2 semitones), from E to D. Check it against the open 4th string: it should be the same note one octave higher.
  3. Strum all the open strings. The low string should ring as a deep root under the rest. If one string sounds sour, check it with the tuner.

What to play in Double drop D

One-finger power chords

Lay one finger flat across the three lowest strings. At each fret you get a power chord: fret 0 = D5, fret 2 = E5, fret 3 = F5, fret 5 = G5, fret 7 = A5.

Common questions

How do I tune my guitar to Double drop D?

Starting from standard tuning: 6th string down a whole step (2 semitones) to D; 1st string down a whole step (2 semitones) to D. Use the tuner at the top of this page for each changed string.

What are the notes of Double drop D tuning?

From the lowest string to the highest: D2, A2, D3, G3, B3, D4 (D A D G B D).

How do I get back to standard tuning?

Reverse the changes: 6th string up a whole step (2 semitones) to E; 1st string up a whole step (2 semitones) to E.

Do I need different strings for Double drop D?

No. The changes are small enough for a normal string set.

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