Modulation

/ˌmɒdʒəˈleɪʃən/mod-yoo-LAY-shun
Notation & Score MarkingsLatin

Definition. A change of key during a piece — the music moves from one tonal center to another.

Detailed Explanation

Modulation is the process by which music changes key — moving from one tonal center to another. The technique is fundamental to tonal music: most pieces of any length modulate at least once, and complex works may modulate through many keys before returning to the home key.

Close modulations move to closely related keys (the dominant, the relative major or minor). Distant modulations move to remote keys. Each modulation creates a particular dramatic effect — close modulations feel natural and continuous; distant modulations feel surprising and dramatic.

The technique is essential to sonata form, where the second theme group typically appears in a related key (dominant in major, relative major in minor). The eventual return to the home key in the recapitulation provides structural resolution. Understanding modulation is essential to understanding tonal form.

Etymology

Latin modulatio, from modulari (‘to measure, regulate’).

In Practice

Mark modulations clearly. The harmonic shift to a new key should be audible — emphasize the new tonic, project the new key’s character. Modulations are dramatic events.

Notable Examples

  • Beethoven — Symphonies and sonatas  (elaborate modulation throughout development sections)

Related Terms

Frequently Asked Questions

Mit jelent a(z) Modulation a zenében?

A change of key during a piece — the music moves from one tonal center to another.

Honnan ered a(z) Modulation szó?

Latin modulatio, from modulari (‘to measure, regulate’).

Hogyan valósul meg a(z) Modulation a gyakorlatban?

Mark modulations clearly. The harmonic shift to a new key should be audible — emphasize the new tonic, project the new key’s character. Modulations are dramatic events.

Mely zenei kifejezések kapcsolódnak a(z) Modulation fogalomhoz?

Kapcsolódó kifejezések: Tonic, Dominant, Key Signature, Development, Circle of fifths.

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