<Harmonics and Pitch
Components
Lip Plate
The lip plate is commonly found in woodwind
instruments such as the flute, but something similar
would be the hole of a bottle. When blown into, the
air may bounce around in various directions, causing
it to vibrate and produce sound.
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)
Reed
The reed is found in woodwind instruments such as
clarinets or saxophones.
It is used to allow the air to vibrate in the
reed as well as the column, giving a sound akin to the
natural
frequency of air. Depending on the air pressure on the
reed, it
opens and closes. Higher air pressure causes it to
open while
lower air pressure causes it to close, altering
the volume
produced by the instrument it is attached to.
Double Reed
Double reeds are found in woodwind instruments such as
oboes or bassoons. They contain the properties of a reed by
itself, but the air going through each reed vibrates along with
the other reed.
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http://www.eastmanmusiccompany.com/wp-content/uploads/2013/07/product_big_reeds_doublereeds_oboe2.jpg
Bores
All
woodwind instruments contain a sort of air column
called bores
that the air blown into it travels through. The
structure of the bore
changes the harmonics of the instrument, in turn
changing its pitch
as well as its wavelength. For woodwind
instruments, th
ere
are
three types bores: open-ended, close-ended, and
conical. The one
in the image is open-ended (one side is the reed
end). Conical bores
are also close-ended, but they are in a cone
shape.
Holes and Keys
http://ecx.images-amazon.com/images/I/31v27lEGtVL._SY300_.jpg
The holes and
keys found on woodwind instruments are
used to modify the length of the bores, which end
up changing
the pitch of the instrument as a whole. Covering a
hole gives a
lower note since the frequency of the air
travelling through
the air column decreases. Pushing down a key gives
a lower note
since it opens the air column more, allowing more
air to flow
through it, decreasing the frequency.
http://www.sfoxclarinets.com/imageJHA.JPG
http://ecx.images-amazon.com/images/I/71rB79BpzTL._SL1500_.jpg
http://www.kjmusic.com.au/wp-content/uploads/2014/02/10x-flute-lip-plate-A.jpg