Hi guys, I'm certainly not a recognized expert in this field but I have been earning a living for the past 20+ years as an electrical engineer specializing in RF/microwave data and communications equipment design. You both are correct in some of your points. Dave's explanations are technically correct and accurate.
The formula for sample size is:
(# seconds) * (# channels) * (sampling rate) * (bit resolution) / 8 = file size.
A stereo example:
a 60 second, 44.1KHz, 16 bit stereo sample is 10.584Mb ((60*2*44,100*16)/8)=10,584kb.
A mono example:
a 60 second, 44.1KHz, 16 bit mono sample is 5.292Mb ((60*1*44,100*16)/8)=5,292kb.
When Quinnx originally wrote:
if you want to be efficient with your mono samples you could save them out as 22000hz as appose to 44000 reason is that when playing a mono sample, each Bit is maped x2 times once for left and agan for right.. thus you still hear 44kz of sound. where as with a stereo 44kh samples each bit is only mappeds once for either left or right but not both. so you get half 44 in the left and the other in the right so thats still only 22000 x2 times...
This is not true and the reason provided
that when playing a mono sample, each Bit is maped x2 times once for left and agan for right.. thus you still hear 44kz of sound is not correct. Furthermore the last sentence:
where as with a stereo 44kh samples each bit is only mappeds once for either left or right but not both. so you get half 44 in the left and the other in the right so thats still only 22000 x2 times... is also simply not correct.
***edit*** Also, when Quinnx wrote:
the best comparison for this is record a mono source at both 44 and 22 recording in mono listen to them both you will not get any extra benifit from 44 this is incorrect also. The 22KHz recording in this example
will not be able to faithfully record frequencies above approx 11KHz (Nyquist) whereas, the 44KHz recording will be able to faithfully record frequencies up to approx 22KHz. Also the 44KHz recording has twice the sampling rate (which, everything else being equal,) results in a lower SNR--but that is a different topic entirely!!
Bottom line: The higher the sampling rate, the higher the frequency that can be faithfully recorded
AND the truer the recording will be to the original. A good analogy is the "stair-step jaggies" that are present when a low-resolution image is enlarged. The low-resolution digital image attempts to re-create curved lines with a series of straight line stair-step segments.
(don't get me started on engineering topics, I'll bore the heck out of everyone!)
more info is available at:
http://music.northwestern.edu/links/projects/midi/pages/audvsmid.html
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Learning to play like Sponge Bob !