[sdiy] gaussian noise related to white noise
Magnus Danielson
cfmd at swipnet.se
Thu Oct 23 13:30:02 CEST 2003
From: "Fredrik Carlqvist" <ifrc at iar.se>
Subject: RE: [sdiy] gaussian noise related to white noise
Date: Thu, 23 Oct 2003 10:38:35 +0200
>
> I would define white noise as 'any value in [-1,1]' (or som other interval)
> with equal probability, i. e. with rectangular distribution.
I wouln't do that. There is already definitions for white noise and the usage
is not correlated with what you are proposing.
> Gaussian noise
> is then achieved by summing several of these sources. Just like the sum of
> several rectangularly distributed stochastic variables approaches a gaussian
> distribution.
Gaussian noise and white noise is the summing of an infinit number of sines
spread equally over the frequency range, all having the same amplitude. The
gaussian distribution (gaussian bell) is the probability pattern formed by the
summing of all these sines.
PS. Isn't this list becomming very noisy?
Cheers,
Magnus - delivers distorted noise since birth
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