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Instrument family Instrument name The note C 4 written down produces: Comment Accordion: D ♭ piano accordion D ♭ 4: Bass accordion: C 2: Arpeggione: C 2 /C 3: Bagpipe Great Highland bagpipe: variable D ♭ 4 - D 4: A minority of bagpipes, made for playing with other instruments, are exactly D ♭ 4 (referred to as B ♭, relative to the
Some instruments are constructed in a variety of sizes, with the larger versions having a lower range than the smaller ones. Common examples are clarinets (the high E ♭ clarinet, soprano instruments in C, B ♭ and A, the alto in E ♭, and the bass in B ♭), flutes (the piccolo, transposing at the octave, the standard concert-pitch flute, and the alto flute in G), saxophones (in several ...
The shorthand for the instrumentation of a symphony orchestra (and other similar ensembles) is used to outline which and how many instruments, especially wind instruments, are called for in a given piece of music. The shorthand is ordered in the same fashion as the parts of the individual instruments in the score (when read from top to bottom).
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This is a category for all transposing instruments that sound music written in the key of C in the key of B ♭, regardless of octave. Subcategories This category has only the following subcategory.
Orchestral Oboe (English) Orchestral Hautboy (English) Hautbois d'Orchestre (French) Reed: A different stop from Oboe; intended to imitate the orchestral instrument; of smaller scale than the non-imitative oboe. Piccolo (Italian) Zwergpfeife (German) Flute: A 2 ft and/or 1 ft pitch flute. Quarte (French) Quarte de Nasard (French) Quarte de ...
The written pitches for transposing instruments do not match those of non-transposing instruments. For example, a written C on a B ♭ clarinet or trumpet sounds as a non-transposing instrument's B ♭. The term "concert pitch" is used to refer to the pitch on a non-transposing instrument, to distinguish it from the transposing instrument's ...
In many musical contexts, transpositionally equivalent chords are thought to be similar. Transpositional equivalence is a feature of musical set theory. The terms transposition and transposition equivalence allow the concept to be discussed as both an operation and relation, an activity and a state of being.