This is OT, but the upper limit of human hearing is actually 
around 20KHz at best and usually drops to around 16KHz or so.  
If your upper limit starts to drop below that you'll start to 
notice that it's difficult to hear clearly.  (Sorry, in my 
other life I'm a sound engineer and musician.)

I've heard that the 4KHz limit is because there is a low-pass 
filter used for voice.  I can't remember the exact reason, but 
that information plugged into the Nyquist theorem explains--as 
Priscilla mentions--why a DS0 is 64Kbps.

Okay, time to do some serious studying once I'm through being 
lazy and drinking this coffee...  

John

---- On Tue, 26 Feb 2002, Priscilla Oppenheimer 
([EMAIL PROTECTED]) wrote:

> At 08:06 PM 2/26/02, Rafay wrote:
> >How do you describe Sample Rate.?
> 
> In what context? The term is sometimes used when describing 
the analog
> to 
> digital process, for example when digitizing voice. Voice 
produces an 
> analog wave as your lungs and tongue press against the air. 
An analog
> wave 
> has infinite possible values. Computers can't deal with 
infinity. They
> work 
> with discreet numbers. The solution is to sample the analog 
voice many 
> times per second. Sampling means to take a snapshot.
> 
> The sample rate is how often the analog wave is sampled. 
Nyquist showed 
> that you have to sample at twice the rate of the highest 
frequency that
> may 
> occur in the original data. Most humans don't output (and 
can't hear) 
> anything about 4 KHz. So sample 8,000 times per second (8Khz) 
and the 
> result will be good enough. When using a sample rate of 8,000 
KHz, if
> each 
> sample is saved in an 8-bit byte, the resulting data rate is 
64 Kbps. 
> That's one DS0. Compression allows us to use a smaller data 
rate, with
> some 
> loss in fidelity.
> 
> Priscilla
> ________________________
> 
> Priscilla Oppenheimer
> http://www.priscilla.com
[EMAIL PROTECTED]
> 
> 


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