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Gb dim7 Piano Chord

    Piano Diagram of Gb dim7 in Root Position

    Gb dim7 Chord - Root position - Piano Diagram

    Gb dim7 is a four-note chord that consists of a diminished triad (Gb, Bbb, Dbb) with an added diminished 7th Fbb (Eb). In other words, it’s a stack of minor 3rd intervals on top of the Root note Gb. Keep reading to learn more about the music theory behind this chord.

     


    Structure of Gb dim7

    Notes

    Gb, Bbb, Dbb, Fbb

    Intervals

    R, m3, d5, d7

     

    Fingers Position

    Left Hand

    5, 3, 2, 1

    5, 4, 2, 1

    Right Hand

    1, 2, 3, 4

    1, 2, 3, 5

     

    Gb dim7 Chord Inversions

     

    The Gb dim7 chord has a total of 3 inversions:

    Root Position: Gb Bbb Dbb Fbb
    1st Inversion: Bbb Dbb Fbb Gb
    2nd Inversion: Dbb Fbb Gb Bbb
    3rd Inversion: Fbb Gb Bbb Dbb

     Piano Keyboard Diagrams

    Page Contents


    Gb dim7 Inversions Equivalences

    Each note that makes up a Gb dim7 chord can also be used as the root to create another diminished seventh chord. For example, if we start with a Gb diminished seventh chord (Gb, Bbb, Dbb, Fbb), we can change the starting note to Bbb (A), Dbb (C), or Fbb (Eb) to make a new diminished seventh chord with the same notes, just in a different order. Basically, all three inversions of a Gb dim7 chord can be seen as separate diminished seventh chords. So we have:

    Gb dim7 = Bbb (A) dim7 = Dbb (C) dim7 = Fbb (Eb) dim7

    The reason each note in a Gb dim7 chord can function as the root to create another diminished seventh chord is that the notes are all evenly spaced apart by intervals of a minor third. They have a symmetrical structure, meaning that each note is separated by the same distance of a minor 3rd interval. This means that when we start on any note in the chord and continue to stack minor thirds on top of it, we will always end up with the same four notes that make up a diminished seventh chord.

     

    Gb dim7 Root position = Gb, Bbb, Dbb, Fbb

    1st Inv. = Bbb, Dbb, Fbb, Gb = A dim7

    2nd Inv. = Dbb, Fbb, Gb, Bbb = C dim7

    3rd Inv. = Fbb, Gb, Bbb, Dbb = Eb dim7

     

    If you try to build the diminished 7th chord of all keys, you’ll find that there are only three distinct dim7 chords that occur repeatedly, but with a different root note, covering all the keys.

    Distinct dim7 Chords Notes Root Position Enharmonic Inversions
    C dim7 C – Eb – Gb – Bbb C dim7 D#/Eb dim7
    F#/Gbdim7
    A dim7
    D dim7 D – F – Ab – Cb D dim7 F dim7 G#/Ab dim7
    B dim7
    E dim7 E – G – Bb – Db E dim7 G dim7 A#/Bb dim7
    C#/Db dim7

    As you can see, each of the three distinct chords represents a unique combination of four notes, and those four notes can be rearranged into four different inversions of the chord. By using these three distinct chords and their inversions, all 12 keys can be covered.

    The choice of C, D, and E dim7 is just arbitrary, you can try to build all dim7 chords from another series of unique dim7 chords.

    .


    Music Theory and Harmony of Gb dim7

     

    The first section explains how to build a Gb dim7 chord from the Gb major scale or by combining minor thirds. The following sections discuss the characteristics and harmonic functions of the diminished seventh chord.

    In particular, it covers how diminished 7th chords can be used as substitutes, passing chords, or variations for diminished triads, half-diminished, and dominant chords and how they can create tension and anticipation before resolving to more stable chords.

    But first, let’s see how to build a Gb dim7 chord.

     


    Building the Gb dim7 Chord: Different Approaches

     

    Starting from the Gb Major Scale

    To build a diminished 7th chord, you need the Root, the minor 3rd, the diminished 5th, and the diminished 7th note. Let’s see how to do it starting from a major scale:

     

    Gb Major Diatonic Scale

    Gb Major Scale

     

    Gb Major Diatonic Scale up to 13th - Keyless Notation

    Keyless notation of Gb Major scale.

     

    1. Start from the root note, Gb.
    2. Lower the major 3rd note by one half-step. In this case, the 3rd note on the Gb major scale is a Bb. To get a minor 3rd interval, you need to lower it down to an A.
    3. Lower the 5th note by one more half-step. Since the 5th note is a Db, the diminished 5th is a C which we call Dbb to preserve the basic interval structure of the chord.
    4. Lower the 7th note by two additional half-steps*: the 7th interval on the Gb major scale (F) is a major 7th interval. If you subtract a half step you get a minor 7th interval Fb (E). By lowering it down by another half step, you get the diminished 7th interval, Eb which, as before, we call Fbb to preserve the basic interval structure of the chord.
    5. The resulting notes will form a diminished seventh chord with the formula R, m3, d5, and d7*.

    *Note: In music theory, intervals like the minor 3rd and minor 7th are one half-step lower than their major counterparts. The diminished 5th interval is also one half-step lower than a perfect 5th, but for naming conventions it’s usually referred to as “diminished” instead of “minor” or “flat”. However, the diminished 7th interval is a little different. This is because the 7th interval can be major, minor, or diminished. To diminish a 7th interval, you need to subtract two half-steps from the major 7th interval, or one half-step from the minor 7th interval.

    It’s easy to see that a diminished 7th interval is equivalent to a major 6th. Diminished 7th and major 6th intervals have the same pitch, even though they are named differently.

     


    by Combining 3rds

    Alternatively, a diminished 7th chord can be constructed by stacking three minor 3rd intervals on top of each other (a minor 3rd + a minor 3rd + a minor 3rd).

    m3 + m3 + m3 = diminished 7th Chords

    Let’s see how to build Gb dim7:

    Raise the root (Gb) by a minor 3rd interval. This gives you the 3rd note of the chord which is A (Bbb). Add another minor 3rd and you get a C (Dbb). Finally, add again another minor 3rd and you’ve completed the chord with the diminished 7th Eb.

     


    Characteristics of Diminished 7th Chords

    Diminished 7th chords have a unique sound due to the combination of the first two minor 3rd intervals, creating a tritone interval. This interval spans six half-steps from the root note, and it has a dissonant sound that creates a feeling of instability or harshness.

    Because of their dissonant sound, diminished 7th chords require resolution to a more consonant chord. They are commonly used in jazz and classical music genres to create tension and anticipation before resolving to a more stable chord.

     


    How to Use Gb dim7 in a Chord Progression

     

    Diminished 7th chords are highly versatile and can effectively substitute diminished triads, half-diminished and dominant chords. You can use them as intentional substitutes, passing chords, or variations.

     

    Gb dim7 as a Substitute for dim and m7b5 Chords

    Diminished triads are considered “diatonic chords” as they naturally occur in the harmonization of both the natural minor and major scales. In contrast, diminished 7th chords are non-diatonic chords on natural minor and major scales because these scales produce half-diminished chords, which come with a major 7th.

    For this reason, you could think that adding a diminished 7th note to a diminished triad may change the effect of the chord, but this is not actually true for diminished 7th chords.

    When we look at the inversion of a diminished chord, we can observe a gap between the third and fifth notes in the first inversion, as well as between the fifth and root notes in the second inversion.

     

    The addition of the diminished 7th note fills in these gaps without fundamentally changing the general feel of the chord. However, it does add a new note that can provide a strong sense of tension or dissonance, making the chord sound more full and rich.

     

    The key concept to highlight is that a diminished 7th chord can effectively substitute a diminished triad without significantly altering the chord’s overall impact, despite being a non-diatonic chord for the presence of the diminished 7th interval.

    The ratios between the intervals in a diminished 7th chord remain constant, regardless of which note is chosen as the root. Therefore, we can substitute a diminished 7th chord for a diminished triad or for a half-diminished chord without altering its essential character.

    The tables below display the E natural minor scale and its relative, G major scale. These scales contain an F# diminished chord, which is the same as a Gb diminished chord (enharmonic equivalent). The reason for this equivalence is that the keys where you would typically find a Gb diminished chord, such as Fb and Abb, are theoretical and not commonly used in practice. Instead, it is more common to refer to the enharmonic equivalent keys, which are E and G.

    It’s important to note that when we harmonize diminished triads, they result in a half-diminished chord. Therefore, these tables apply to both diminished triads and half-diminished chords.

     

    on Natural minor Scale

    Minor Scale i ii III iv v VI VII
    Fb = E E min F# dim ⇒ F# dim7 = Gb dim7 G Maj A min B min C Maj D Maj
    • Supertonic chord in E minor as F# dim7

     

    on Major Scale

    Major Scale I ii iii IV V vi vii
    Abb = G G Maj A min B min C Maj D Maj E min F# dim ⇒ F# dim7 = Gb dim7
    • Leading tone chord in G Major as F# dim7

     


    as a Substitute for Dominant 7th Chords

    Diminished 7th chords can be used as substitutes for dominant 7th chords since they share some of the same notes.

    For instance, let’s consider the Gb diminished 7th chord (Gb, Bbb, Dbb, Fbb). By lowering certain notes, we can obtain the following chords:

    • Lowering the root, Gb gives us an F7 chord (F, A, C, Eb).
    • Lowering the A note results in an Ab7 (G#7) chord (Ab, C, Eb, Gb).
    • Lowering the C note yields a B7 chord (B, D#, F#, A).
    • Similarly, lowering the Eb note produces a D7 chord (D, F#, A, C).

    Given that Gb dim7 is enharmonically equivalent to Bbb (A) dim7, Dbb (C) dim7, and Fbb (Eb) dim7, it can serve as a substitute for any dominant 7th chord with a root a half-step below any of these notes.

    Thus, Gb dim7 and its equivalent inversions can replace the following dominant 7th chords in a technique known as #Vdim7 substitution:

    • F7 (root a half-step below Gb)
    • Ab7 or G#7 (root a half-step below A)
    • B7 (root a half-step below C)
    • D7 (root a half-step below Eb)

    As demonstrated in the table below, only three dim7th chords are needed to substitute for dominant 7th chords in all 12 keys:

     

    Distinct dim7th Chords Notes All 12 Dominant 7th Chords
    C dim7 C – Eb – Gb – Bbb B7 D7 F7 Ab/G#7
    D dim7 D – F – Ab – Cb Db/C#7 E7 G7 Bb/A#7
    E dim7 E – G – Bb – Db Eb/D#7 Gb/F#7 A7 C7

     


    Gb dim7 as Supertonic Chord in Fb Minor

    Check F# dim7 in E Minor

     


    Gb dim7 as Leading Tone Chord in Abb Major

    Check F# dim7 in G Major

     


    Gb dim7 as Passing Chord

    Here are some tables that demonstrate how Gb dim7 can be used as a passing chord in different keys. When we talk about a passing chord, we mean a chord that is temporarily inserted between two other chords to create a smooth and captivating harmonic progression.

     

    Gb dim7 as Passing Chord in Db Major
    I IV iii ii
    I IV | IV°7 iii ii
    Db Maj7 Gb Maj7 | Gb dim7 F min7 Eb min7

     


    Gb dim7 as Passing Chord in Ebb Major

    Check F# dim7 in D Major

     


    Gb dim7 as Passing Chord in Gb Major
    I ii V
    I | I°7 ii V
    Gb Maj7 | Gb dim7 Ab min7 Db7

     


    Gb dim7 as Passing Chord in Bb minor
    i vi v iv
    i VI | VI°7 v iv
    Bb min7 Gb Maj7 | Gb dim7 F min7 Eb min7

     


    Gb dim7 as Passing Chord in Cb minor

    Check F# dim7 in B minor

     


    Gb dim7 as Passing Chord in Eb minor
    i III iv V
    i III | III°7 iv V
    Eb min7 Gb Maj7 | Gb dim7 Ab min7 Bb7

     


    Gb dim7 Chromatic Modulations

    “Gb dim7 chromatic modulation” refers to a chord progression where a diminished 7th chord is used to create chromatic movement in the harmony. This modulation technique involves incorporating a diminished 7th chord while transitioning from one chord to another, usually by moving in half steps. In the case of Gb dim7, we can find both ascending and descending modulations like these:

    Maj or min Gb dim7 chord Maj or min
    F Gb dim7 G
    or
    G Gb dim7 F

    In a chromatic modulation, a diminished 7th chord serves as a pivot chord that connects two different chords. This chromatic modulation can also be applied in various keys where an F chord is followed by a G chord:

     


    Gb dim7 Chromatic Modulation in Gbb Major

    Check F# dim7 Chromatic Modulation in F Major

     


    Gb dim7 Chromatic Modulation in Dbb

    Check F# dim7 Chromatic Modulation in C

     

    i v iv VII in C minor
    i v | bv°7 iv VII
    C min7 G min7 | Gb dim7 F min7 Bb7

     


    Gb dim7 Chromatic Modulation in Eb Major
    I iii ii V
    I iii | biii°7 ii V
    Eb Maj7 G min7 | Gb dim7 F min7 Bb7

     


    Gb dim7 Chromatic Modulation in Abb minor

    Check F# dim7 Chromatic Modulation in G minor

     


    Gb dim7 Chromatic Modulation in Ebb minor

    Check F# dim7 Chromatic Modulation in D minor

     


    Gb dim7 Chromatic Modulation in Bbb minor

    Check F# dim7 Chromatic Modulation in A minor

     


    Gb dim7 as a Substitute for Dominant 7th Chords

    Diminished 7th chords can replace dominant 7th chords because they share some of the same notes. However, since all inversions of a dim7 chord are themselves dim7 chords with different names but same notes, any inversion of Gb dim7 can also be used as a substitute for the V degree.

     

    Gb dim7 as a Substitute for F7 in Bb

    In both Bb major and Bb or A# minor, you can replace an F7 (or E#7) with a Gb dim7. This substitution works because the Gb dim7 chord shares common notes with F7 (F, A, C, Eb), specifically A, C, and Eb.

    Here are some chord progressions in major and minor keys where you can replace an F7 chord with a Gb dim7.

     

    ii #V°7 vi in Bb Major and Bb or A# minor
    ii V ⇒ #V°7 I
    C min7 F7 ⇒ Gb dim7 Bb Maj7
    iiø V ⇒ #V°7 i
    Cm7b5 F7 ⇒ Gb dim7 Bb min7
    B#m7b5 E#7 ⇒ Gb dim7 A# min7

     

    IV #V°7 I in Bb Major and Bb or A# minor
    IV #V°7 I
    Eb Maj7 Gb dim7 Bb Maj7
    iv #V°7 i
    Eb min7 Gb dim7 Bb min7
    D# min7 F# dim7 = Gb dim7 A# min7

     

     I #V°7 vi IV in Bb Major and Bb or A# minor
    I #V°7 vi IV | V
    Bb Maj7 Gb dim7 G min7 Eb Maj7 | F7
    i #V°7 VI iv | v
    Bb min7 Gb dim7 Gb Maj7 Eb min7 | F min7
    A# min7 F# dim7 = Gb dim7 F# Maj7 D# min7 | E# min7

     


    Gb dim7 as a Substitute for Ab7 in Db or G#7 in C#

    In the key of Db major or Db minor and its enharmonic equivalent keys, an alternative option for replacing Ab7 or G#7 is to play the Gb dim7 chord as an inversion of the #V°7, which is A dim7 in this particular context.

    II #V°7 I in C# or Db Major and C# minor
    ii V ⇒ #V°7 I
    D# min7 G#7 ⇒ Adim7 = Gbdim7 C# Maj7
    Eb min7 Ab7 ⇒ Adim7 = Gbdim7 Db Maj7
    iiø V ⇒ #V°7 i
    D#m7b5 G#7 ⇒ Adim7 = Gbdim7 C# min7

     

    IV #V°7 I in C# or Db Major and C# minor
    IV #V°7 I
    F# Maj7 Adim7 = Gbdim7 C# Maj7
    Gb Maj7 Adim7 = Gbdim7 Db Maj7
    iv #V°7 i
    F# min7 Adim7 = Gbdim7 C# min7

     

    I #V°7 VI IV in C# or Db Major and C# minor
    I V vi #V°7
    C# Maj7 G#7 A# min7 Adim7 = Gbdim7
    Db Maj7 Ab7 Bb min7 Adim7 = Gbdim7
    i v VI #V°7
    C# min7 G# min7 A Maj7 Adim7 = Gbdim7

     


    Gb dim7 as a Substitute for B7 in E

    In both E major and E minor, you can use a Gb dim7 chord instead of a B7. This works because Gb dim7 shares common notes with B7 (B, D#, F#, A), specifically Gb (F#), A, and Eb (D#).

    Here are some chord progressions in major and minor keys where you can replace a B7 with a Gb dim7 chord. The Gb dim7 chord acts as an inversion of the #V°7 chord C dim7.

     

    II #V°7 I in E Major and E minor
    ii V ⇒ #V°7 I
    F# min7 B7 ⇒ Cdim7 = Gbdim7 E Maj7
    ii V ⇒ #V°7 i
    F#m7b5 B7 ⇒ Cdim7 = Gbdim7 E min7

    When considering the substitution of Gb dim7 for B7 in both E major and E minor in a II-V-I progression, it’s important to note that this may not be the optimal choice due to the shared root between the II chord (F#m7b5) and the inversion of the #V°7 chord (Gb dim7). However, it remains a viable option worth exploring.

     

    I IV #V°7 I in E Major and E minor
    I IV #V°7 I
    E Maj7 A Maj7 Cdim7 = Gb dim7 E Maj7
    i iv #V°7 i
    E min7 A min7 Cdim7 = Gb dim7 E min7

     

    I #V°7 VI IV in E Major and E minor
    I #V°7 vi IV | V
    E Maj7 Cdim7 = Gbdim7 Db min7 A Maj7 | B7
    i #V°7 VI iv | V
    E min7 Cdim7 = Gbdim7 C Maj7 A min7 | B7

     


    Gb dim7 as a Substitute for D7 in G

    Gb dim7 can function as a substitute for D7 in both G major and G minor. This substitution is possible because Gb dim7 shares common tones with D7, specifically Gb (F#), A, and C.

    The tables below showcase chord progressions in major and minor keys where you can replace a D7 chord with a Gb dim7 chord, which serves as an inversion of the #V°7 chord Eb dim7.

     

    II #V°7 I in G Major and G minor
    ii V ⇒ #V°7 I
    A min7 D7 ⇒ Ebdim7 = Gb dim7 G Maj7
    ii V ⇒ #V°7 i
    Am7b5 D7 ⇒ Ebdim7 = Gb dim7 G min7

     

    I IV #V°7 I in G Major and G minor
    I IV #V°7 I
    G Maj7 C Maj7 Ebdim7 = Gb dim7 G Maj7
    i iv #V°7 i
    G min7 C min7 Ebdim7 = Gb dim7 G min7

     

    I #V°7 VI IV in G Major and G minor
    I #V°7 vi IV
    G Maj7 Ebdim7 = Gb dim7 E min7 C Maj7
    i #V°7 VI iv
    G min7 Ebdim7 = Gb dim7 Eb Maj7 C min7

     

    Gb dim as a Substitution for a Secondary Dominant D7

    In the key of C (major or minor), the Gb diminished 7th chord can serve as a substitution for the secondary dominant D7.

    Secondary dominants are chords in traditional harmony that temporarily establish a new tonal center within a piece of music. They typically function as dominant chords of a key other than the tonic. In the key of C major, the secondary dominant D7 would normally resolve to G major. In this particular case, it resolves on a G7, which is the fifth degree of C, and then resolves further to the tonic.

    The Gb dim7 chord creates tension and can resolve effectively to G7, similar to how the D7 chord would resolve.

    bV°7 V I in C Major and C minor
    V7/V ⇒ bV°7 V I
    D7 ⇒ Gb dim7 G7 C Maj7 or C min7

     


    Alternative Names for Gb dim7

    • Gb diminished 7th
    • Gbdim7
    • Gb°7

     


    Conclusion

    The chord progressions and examples presented in this post provide a comprehensive overview of the most common uses of the Gb dim7 chord. It’s important to note, however, that there are many advanced harmony-related topics that could not be included due to space constraints. These topics include chord progressions built on harmonic and melodic scales, modal scales, hidden tonality, secondary dominants and other chord substitutions, non-functional harmony and atonal music, modal interchange and borrowed chords, voice leading and counterpoint, chromatisms, jazz harmony…I mean, music theory is a huge topic!

    Although I couldn’t cover all of these topics in my post, I encourage readers to continue exploring these areas in their own study and research. By expanding your knowledge in these advanced areas of music theory, you can gain a deeper understanding of the harmonic possibilities that exist beyond the basics presented here.

     

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