Musical Form: Classical & Romantic Eras: Quartet

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" width="570" height="347" /> String Quartet

In music, a quartet or quartette is an ensemble of four singers or instrumental performers; or a musical composition for four voices or instruments.

In Classical music, the most important combination of four instruments in chamber music is the string quartet. String quartets most often consist of two violins, a viola, and a cello. The particular choice and number of instruments derives from the registers of the human voice: soprano, alto, tenor and bass. In the string quartet, two violins play the soprano and alto vocal registers, the viola plays the tenor register and the cello plays the bass register.

Composers of notable string quartets include Joseph Haydn (68 compositions), Wolfgang Amadeus Mozart (23), Ludwig van Beethoven (17), Felix Mendelssohn (6), Franz Schubert (15), Johannes Brahms (3), Antonín Dvořák (14), Alexander Borodin (13), Béla Bartók (6), and Dmitri Shostakovich (15). The Italian composer Luigi Boccherini wrote more than 100 string quartets.

Less often, string quartets are written for other combinations of the standard string ensemble. These include quartets for one violin, two violas, and one cello, notably by Carl Stamitz (6 compositions) and others; and for one violin, one viola, and two cellos, by Johann Georg Albrechtsberger and others.

Piano quartet



Another common standard classical quartet is the piano quartet, consisting of violin, viola, cello, and piano. Romantic composers Beethoven, Brahms, and Mendelssohn each wrote three important compositions in this form, and Mozart, Dvořák, and Gabriel Fauré each wrote two.

Other instrumental quartets



Wind quartets are scored either the same as a string quartet with the wind instrument replacing the first violin (i.e. scored for wind, violin, viola and cello) or are groups of four wind instruments. Among the latter, the SATB format woodwind quartet of flute, oboe, clarinet, and bassoon is relatively common.

An example of a wind quartet featuring four of the same types of wind instruments is the “Saxophone Quartet”, consisting of Soprano Saxophone, Alto Saxophone, Tenor Saxophone and Baritone Saxophone or (SATB). Often a second alto may be substituted for the Soprano part (AATB) or a Bass Saxophone may be substituted for the Bari. The groups usually perform a mix of classical and jazz. Saxophone Quartet literature is limited and most of the traditional style classical sheet music is transcribed from string quartet charts.

Vocal quartet



Compositions for four singers have been written for quartets a capella; accompanied by instruments, such as a piano; and accompanied by larger vocal forces, such as a choir. Brahms and Schubert wrote numerous pieces for four voices that were once popular in private salons, although they are seldom performed today. Vocal quartets also feature within larger classical compositions, such as opera, choral works, and symphonic compositions. The final movement of Beethoven’s Ninth Symphony and the Verdi Requiem are two examples of renowned concert works that include vocal quartets.

Typically, a vocal quartet is composed of:

  • Soprano, Mezzo-Soprano, Tenor, and Baritone or Bass, for mixed ensembles; or
  • 1st Tenor, 2nd Tenor, Baritone, and Bass, for male groups; or
  • 1st Soprano, 2nd Soprano, Mezzo-Soprano, and Contralto, for female groups.


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