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The
sounds produced by musical instruments are not pure sounds but composite
sounds. A composite sound is the result of the superimposing of several
waves.

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One is the fundamental note, which has the same frequency as the
vibration of the string and determines the pitch of the sound
perceived.
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The others are harmonic and determine the timbre of the instrument.
Two different instruments, such as a flute and a violin, playing the
same note have a different timbre and therefore a different spectrum.

This is the
sound intensity with respect to the frequency for two composite sounds
of a like pitch but of a different timbre.
A
sound at A pitch
contains approximately 40 audible harmonics whose respective intensities
can vary! It is easy to understand, then, the immense range of
possibilities in the variations of timbre. Such variations allow one to
individualise not only musical instruments, but the human voice as well.
The
superimposing of various pure or composite sounds is a chord. A chord
may be consonant or dissonant according to whether or not it is pleasing
to the ear - a rather subjective criterion!

The spectrum
represents a three-note chord ~ G3, B3, D4 and its harmonics.
If
there are too many fundamentals in a chord - for instance, when one
bangs simultaneously on all the keys of a piano - the ear perceives
noise rather than a chord. Noise is defined as any wave which has no
periodic element (i.e. no repetitive cycle) and is therefore composed of
an infinite number of pure sounds. An explosion is a good example!

Non-periodic
curves of different sounds.
Let
us conclude by pointing out that the manner in which sounds and
harmonies are perceived vary from one person to another and according to
time periods, cultures, countries and civilisations. This also explains
why classical harmonies are not always appreciated.

For
more information on sound in general, we highly recommend The
Soundry (ThinkQuest
1998) site
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