Nathaniel School of Music

Static Chords on Piano (Part 1): The Subtle Texture Trick Pianists Use

To add movement to a static chord on piano, keep the root (such as G) held in both hands while the right hand moves through pairs of thirds taken from a scale that contains the chord, such as G Dorian or G natural minor.

Video lesson by Jason Zac · Intermediate · 13 min

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Key points

In this lesson, Jason Zac of Nathaniel School of Music shows how to make a static chord sound more alive. It is for pianists who can already play basic triads and want their accompaniment to feel more unique without adding sevenths, ninths or other colour tones.

What is a static chord?

A static chord is simply any chord held for a bar or longer, as the progression requires. Take G minor (G, Bb, D). In a progression such as G minor, D minor, Eb, you would normally play each chord for its bar and move on. That works well, but when a chord lasts a long time you can keep its tonality while moving notes within it.

Step 1: Choose a scale that contains the chord

First, imagine the chord as part of a scale. For G minor, two good choices are:

The lesson demonstrates with G Dorian.

Step 2: Hold the root and move thirds above it

With the right hand, start on a normal G minor chord. Keep one chord note constant, usually the root G, and move a pair of notes a third apart through the scale, wherever your hand can reach. In G Dorian that gives you shapes such as:

  1. G with A and C
  2. G with Bb and D (the plain G minor chord)
  3. G with C and E
  4. G with D and F
  5. G with E and G
  6. G with F and A, if you can stretch

Meanwhile, the left hand reinforces the chord with a solid root drone on G, or it can hold the full G minor chord as a drone. The result still sounds like G minor, but with a shifting, unique inner harmony.

Why you must keep the root

Do not play the thirds on their own. Without the root or another chord note, the chord stops sounding like G minor and starts to sound like something else. The held G in both hands is what keeps the static chord intact.

Step 3: Understand major and minor thirds

Thirds come in two sizes. From G, a major third is B and a minor third is Bb. As you move thirds through a scale, the sizes change depending on how the scale notes fall. In G Dorian, starting from G, the thirds run: minor, minor, major, major, minor, minor, major, minor.

Step 4: Apply it to the next chord

When the progression moves from G minor to D minor, you can do the same thing over a D root. You might keep using thirds from the G Dorian scale, or, since the chord is held a long time, assume a new scale for D minor, such as D Dorian, D natural minor or even a more exotic scale that will surprise the listener. The idea also works on major chords, though minor chords suit this sound especially well.

Using it with accents in a band

A strong application is playing with the rhythm section. When the drummer plays accents or a distinctive groove, play each accent with a different third combination over the held root. This adds harmonic colour to the important strong beats, in any time signature.

How to practise

Take your time with this before moving on to Part 2, which extends the idea to whole chords within a chord.

Questions about this lesson

What is a static chord on piano?

A static chord is any chord held for a bar or longer as the progression requires, such as G minor held for a full bar. The technique in this lesson adds movement inside that chord while keeping its sound.

Which thirds can I play over a G minor chord?

Using G Dorian, keep G and add pairs such as A–C, Bb–D, C–E, D–F, E–G and F–A. With G natural minor, use Eb instead of E.

What is the difference between G Dorian and G natural minor?

Both have a flat 3rd (Bb) and flat 7th (F). G Dorian has a natural 6th (E), while G natural minor has a flat 6th (Eb).

Why should I keep the root while playing thirds?

Without the root or another chord note, the thirds no longer sound like the original chord. Holding the root in the right hand and as a left-hand drone keeps the chord's identity.

Practise it

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