G-flat major
From Wikipedia, the free encyclopedia
Relative key | E♭ minor | |
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Parallel key | G-flat minor enharmonic: F-sharp minor |
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Enharmonic | F-sharp major | |
Component pitches | ||
G♭, A♭, B♭, C♭, D♭, E♭, F, G♭ |
G-flat major is a major scale based on G-flat, consisting of the pitches G♭, A♭, B♭, C♭, D♭, E♭, and F. Its key signature has six flats (see below: Scales and keys).
Its relative minor is E-flat minor, and its parallel minor is G-flat minor, usually replaced by F-sharp minor, since G-flat minor, which would have five flats and two double-flats, is not normally used.
Its enharmonic equivalent is F-sharp major, whose key signature also has six accidentals. In writing music in E major for B-flat instruments, it is preferable to use a G-flat rather an F-sharp key signature.
Rarely chosen as the main key for orchestral works, G-flat major is more often used as a main key for piano works, such as the impromptus of Chopin and Schubert.
A striking use of G-flat major can be found in the love duet "Tu l'as dit" that concludes the fourth act of Giacomo Meyerbeer's Les Huguenots.
Austrian composer Gustav Mahler was fond of using G-flat major in key passages of his symphonies; examples include: The choral entry during the finale of his Second Symphony,[1] during the first movement of his Third Symphony,[2] the modulatory section of the Adagietto from his Fifth Symphony,[3] and during the Rondo-Finale of his Seventh Symphony.[4] Mahler's Tenth Symphony was composed in the enharmonic key of F sharp major.
[edit] References
- ^ Mahler, Gustav. Symphonies Nos. 1 and 2 in Full Score, Dover, ISBN 0-486-25473-9 (1987) p. 354.
- ^ Mahler, Gustav. Symphonies Nos. 3 and 4 in Full Score, Dover, ISBN 0-486-26166-2 (1989), p. 53.
- ^ Mahler, Gustav. Symphonies Nos. 5 and 6 in Full Score, Dover, ISBN 0-486-26888-8 (1991), p. 175.
- ^ Mahler, Gustav. Symphony No. 7 in Full Score, Dover, ISBN 0-486-27339-3 (1992), p. 223.
[edit] Scales and keys
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lower case letters are minor the table indicates the number of sharps or flats in each scale |