The diminished chord is the chord formed by the following degrees:

1, 3b, 5b, 7bb

Note: 7bb is the same as diminished seventh. Since 5b is a diminished fifth, on this chord we have two diminished notes. So this chord is not called “diminished chord” by chance.

 Let’s form a chord to see how it looks.

Example of C diminished:

  • First degree: C
  • Minor third degree: Eb
  • Diminished fifth degree: Gb
  • Diminished seventh degree: A (or Bbb)
  • Resulting chord: Cº

The most used symbol for the diminished chord is a little circle above the letter of the chord: C°. But some authors also use the “dim” notation: Cdim

An easy way to think of the diminished chord is to remember the interval of “three semitones”, since all the degrees of the diminished chord have three semitones of distance between them. Check it out:

  • Distance from the 1st degree to the minor 3rd degree: 3 semitones
  • Distance from the minor 3rd degree to the diminished 5th degree: 3 semitones
  • Distance from the minor 5th degree to the diminished 7th degree: 3 semitones

This gives a very particular characteristic: this chord is repeated every three semitones. In other words, if you form a diminished chord on the fretboard of the guitar, keyboard or any instrument and then move that same chord three semitones up or down, the chord will remain the same!

The only thing that will change is the location of the notes in relation to the fingers, but the chord as a whole will have the same notes, that is, it will be exactly the same. Check the C diminished chord and its respective notes below:

Cdim guitar piano

Now this chord shifted 3 semitones upwards (pay attention to the notes):

ebdim guitar piano

3 semitones more:

Gbdim guitar piano

3 semitones more:

Adim guitar piano

Moral of the story: C° = D#° = F#° = A°

This is very convenient, because if we want to play, for example, A°, we can play C° (since it is the same chord!). This is useful if we are playing in a region of the instrument where the Cº chord is closer than the Aº chord. In another situation, the closest and most convenient chord to play can be D#°, so we can play it instead of A°. Cool, isn’t it?!

Notice now that, as there are 12 notes on the tempered scale and a diminished chord corresponds to another 4 chords identical to it, we can conclude that there are only 3 different diminished chords. They are: C°, C#° and D°.

The remaining diminished chords are a consequence of these 3 chords:

  • C° = D#° = F#° = A° 
  • C#° = E° = G° = A#° 
  • D° = F° = G#° = B°

Okay, so we already know how the diminished chord is formed, it’s time to analyze it from the point of view of harmonic functions and general applications. Are you ready? So let’s go:

The harmonic function of a diminished chord

The diminished chord has two tritones. They are between:

  1. The first degree and the diminished fifth; and
  2. The minor third and the diminished seventh.

Well, if it hasn’t already been made clear, the diminished chord has a dominant function! Having two tritones is no small feat, is it?! So, we can use it to replace dominant chords (like the V7, for example).

How to use Diminished Chords

We can exchange the V7 chord for the diminished chord located one semitone above it. For example, the G7 chord could be replaced by the G#° chord (or its equivalents B°, D° and F°). Here is an exercise for you: check the G#° notes and compare them with the G7 notes.

You will see that the G7 tritone is present in the G#° chord, which makes this substitution possible. This is one of the applications of the diminished chord, to serve as a dominant chord option. See an example of replacing the G7 chord with a diminished chord below:

diminished chord

Other application: The Auxiliary Diminished

When the diminished chord has the same bass (lowest note) as the chord it resolves, it is called the auxiliary diminished. Examples:

| Gmaj7 | G° | Gmaj7 |            | Cmaj7 | G° | G7 |

The auxiliary diminished slows down the resolution and provides a minimum harmonic movement, since it keeps the bass.

Ascending and descending diminished chords

Another application, and perhaps the most used, is to play the diminished chord to explore the chromatic approach effect. In this case, the diminished chord is usually played a semitone above or below the chord you want to resolve, being called, respectively, ascending diminished and descending diminished.

Great, but can we use the ascending diminished and the descending diminished to resolve in any major or minor chord? Well, in theory, yes, but in practice it will not always sound good. The descending diminished does not act with a dominant function, as it does not have the same tritone as the V7 chord, unlike the descending diminished.

Maybe you are now confused, after all we have already stated that the diminished chord has two tritones, so how does the descending diminished not act with a dominant function? After all, it still has two tritones! Well, just as a reminder, the concept of tritones refers to a need for resolution.

When we play a tritone, the need arises for this “tense” interval to be resolved, and the expected resolution is to make each note of that tritone move one semitone. For example, the tritone of the G7 chord is between the F and B notes. When the F note goes a semitone down, it becomes E, and when the B note goes a semitone up, it becomes C. Therefore, the expected chord to resolve this tension is the C chord, which contains these two notes found (C and E, first and third degrees of the chord, respectively).

If the G7 chord resolved in a chord other than C, we would have a deceptive resolution. So far, no new concepts here.

Now, imagine that a song is in the key of B major and the chord sequence G7 – F#7 – B appears. In this case, the F#7 chord is the dominant that resolved in B major, while the G7 chord acted as a chromatic approach chord.

It would not be incorrect to say that G7 was a dominant that had deceptive resolution, but its main function in this song would be the effect of chromatic approach, not least because the expected resolution of G7 is C major, which does not belong to the key of B major.

In other words, it does not make much sense to think of G7 as a dominant that was starting a modulation and suffered a deceptive resolution if it provided another effect for the song, regardless of this one.

The same thing happens with the descending diminished. The tritones of the descending diminished chord do not resolve in the same way as the V7 chord, therefore, the descending diminished ends up having only the chromatic function, and this makes its use not always pleasant.

We will now analyze these two approaches (ascending and descending diminished) and discover which ones are most used when the chord you want to resolve is major or minor.

Resolution to Minor Chord

When the chord you want to resolve is a minor chord, the ascending diminished is undoubtedly the most widely used and always works! It will sound beautiful most of the time. But there are a lot of people who like to use the descending diminished for this resolution also. So don’t restrict yourself to the ascending diminished! Explore both concepts.

Resolution to Major Chord

For the major chords, the ascending diminished can also be used almost always because it is very similar to VIIm7(b5) (seventh degree chord of the major key). Due to this fact, the ascending diminished ends up sounding as if it were tonal.

The descending diminished is often replaced by SubV7 (we will talk about this chord in the next module) when the intention is to explore this chromatic effect for major chords. It is up to each musician to define his tastes.

In short, the ascending diminished, for both major and minor chords, can be used without any fears. The descending diminished, on the other hand, needs more caution.

Generally speaking, the ascending diminished is the most common function of the diminished chord in songs, especially for minor chord resolution.

In both cases (ascending and descending), the diminished chord appears as a passing chord.

Practice this concept and include diminished chords in your music arrangements!

Go to: Diminished scale

Back to: Module 9