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Homotonal

What is homotonal? A clear definition from the tuning & pitch section of our glossary, with 17 related terms and further reading.

Definition of Homotonal

Homotonal (same-tonality) is a technical musical term that describes the tonal structure of multi-movement compositions. It was introduced into musicology by Hans Keller. According to Keller's definition and usage, a multi-movement composition is 'homotonal' if all of its movements have the same tonic (keynote).

'Homotonality' is common in compositions of the Baroque era: many Baroque multi-movement works based on dance-forms manifest the same tonic—and even the same mode (major or minor) – throughout. Thus, for example, J.S. Bach's solo violin partita BWV 1004 is homotonal [all movements in D minor], as is his solo flute partita BWV 1013 [all movements in A minor]. Similarly, Vivaldi's sonata for oboe and continuo RV53 (n.d.) is homotonal [all movements in C minor]. Homotonality is even encountered in some Baroque concertos: examples include Vivaldi's Cello Concertos RV401 (n.d.) [all movements in C minor] and RV416 (n.d.) [all movements in G minor], as well as the second concerto of his most famous work The Four Seasons ("Summer" RV315) (1725) [all movements also in G minor], and Jean-Marie Leclair's Violin Concerto Op.7 No 1 (1737) [all movements in D minor].

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What is Homotonal?

Homotonal (same-tonality) is a technical musical term that describes the tonal structure of multi-movement compositions. It was introduced into musicology by Hans Keller.

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