Difference between revisions of "Noise"

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Different noise types can be characterised by their spectral composition.
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==Definition==
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Different noise types can be characterised by their [[spectrum|spectral]] composition.
  
 
White noise has a uniform spectrum, which means that it has equally intense components at every audible frequency. Noise has no effect on intelligibility when the speech intensity is more than 100 times greater (20 [[dB]]) than the noise intensity. This is called a 20 dB [[signal-to-noise ratio]].
 
White noise has a uniform spectrum, which means that it has equally intense components at every audible frequency. Noise has no effect on intelligibility when the speech intensity is more than 100 times greater (20 [[dB]]) than the noise intensity. This is called a 20 dB [[signal-to-noise ratio]].
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;Pink noise
 
;Pink noise
: there is a downward slope of -6 dB/octave in the spectrum. This slope imitates that found for human speech.
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: there is a downward slope of -6 dB/octave in the spectrum. This slope imitates the [[spectral slope]] found for human speech.
 
 
=== Links ===
 
 
 
[http://www2.let.uu.nl/UiL-OTS/Lexicon/zoek.pl?lemma=Noise&lemmacode=1244 Utrecht Lexicon of Linguistics] [http://www-uilots.let.uu.nl/~audiufon/data/prakfon1.html#ruis Audiodemonstration white noise]
 
 
 
  
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== Links ==
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* [http://www2.let.uu.nl/UiL-OTS/Lexicon/zoek.pl?lemma=Noise&lemmacode=1244 Utrecht Lexicon of Linguistics]
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* [http://www-uilots.let.uu.nl/~audiufon/data/prakfon1.html#ruis Audio demonstration white noise]
  
 
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[[Category:Phonetics]]
 
[[Category:Phonetics]]
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Latest revision as of 18:33, 21 September 2014

Definition

Different noise types can be characterised by their spectral composition.

White noise has a uniform spectrum, which means that it has equally intense components at every audible frequency. Noise has no effect on intelligibility when the speech intensity is more than 100 times greater (20 dB) than the noise intensity. This is called a 20 dB signal-to-noise ratio.

White noise
the energy is equally distributed over the spectrum.
Pink noise
there is a downward slope of -6 dB/octave in the spectrum. This slope imitates the spectral slope found for human speech.

Links

STUB